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llama.cpp/main.cpp

1264 lines
46 KiB
C++

#include "ggml.h"
#include "utils.h"
#include <cassert>
#include <cinttypes>
#include <cmath>
#include <cstdio>
#include <cstring>
#include <fstream>
#include <iostream>
#include <string>
#include <vector>
#if defined (__unix__) || (defined (__APPLE__) && defined (__MACH__))
#include <signal.h>
#include <unistd.h>
#elif defined (_WIN32)
#include <signal.h>
#endif
#if defined (_WIN32)
#pragma comment(lib,"kernel32.lib")
extern "C" __declspec(dllimport) void* __stdcall GetStdHandle(unsigned long nStdHandle);
extern "C" __declspec(dllimport) int __stdcall GetConsoleMode(void* hConsoleHandle, unsigned long* lpMode);
extern "C" __declspec(dllimport) int __stdcall SetConsoleMode(void* hConsoleHandle, unsigned long dwMode);
#endif
#define ANSI_COLOR_RED "\x1b[31m"
#define ANSI_COLOR_GREEN "\x1b[32m"
#define ANSI_COLOR_YELLOW "\x1b[33m"
#define ANSI_COLOR_BLUE "\x1b[34m"
#define ANSI_COLOR_MAGENTA "\x1b[35m"
#define ANSI_COLOR_CYAN "\x1b[36m"
#define ANSI_COLOR_RESET "\x1b[0m"
#define ANSI_BOLD "\x1b[1m"
/* Keep track of current color of output, and emit ANSI code if it changes. */
enum console_state {
CONSOLE_STATE_DEFAULT=0,
CONSOLE_STATE_PROMPT,
CONSOLE_STATE_USER_INPUT
};
static console_state con_st = CONSOLE_STATE_DEFAULT;
static bool con_use_color = false;
void set_console_state(console_state new_st)
{
if (!con_use_color) return;
// only emit color code if state changed
if (new_st != con_st) {
con_st = new_st;
switch(con_st) {
case CONSOLE_STATE_DEFAULT:
printf(ANSI_COLOR_RESET);
return;
case CONSOLE_STATE_PROMPT:
printf(ANSI_COLOR_YELLOW);
return;
case CONSOLE_STATE_USER_INPUT:
printf(ANSI_BOLD ANSI_COLOR_GREEN);
return;
}
}
}
static const int EOS_TOKEN_ID = 2;
// determine number of model parts based on the dimension
static const std::unordered_map<int, int> LLAMA_N_PARTS = {
{ 4096, 1 },
{ 5120, 2 },
{ 6656, 4 },
{ 8192, 8 },
};
// default hparams (LLaMA 7B)
struct llama_hparams {
int32_t n_vocab = 32000;
int32_t n_ctx = 512; // this is provided as user input?
int32_t n_embd = 4096;
int32_t n_mult = 256;
int32_t n_head = 32;
int32_t n_layer = 32;
int32_t n_rot = 64;
int32_t f16 = 1;
};
struct llama_layer {
// normalization
struct ggml_tensor * attention_norm;
// attention
struct ggml_tensor * wq;
struct ggml_tensor * wk;
struct ggml_tensor * wv;
struct ggml_tensor * wo;
// normalization
struct ggml_tensor * ffn_norm;
// ff
struct ggml_tensor * w1;
struct ggml_tensor * w2;
struct ggml_tensor * w3;
};
struct llama_model {
llama_hparams hparams;
struct ggml_tensor * tok_embeddings;
struct ggml_tensor * norm;
struct ggml_tensor * output;
std::vector<llama_layer> layers;
// key + value memory
struct ggml_tensor * memory_k;
struct ggml_tensor * memory_v;
//
struct ggml_context * ctx;
std::unordered_map<std::string, struct ggml_tensor *> tensors;
};
// load the model's weights from a file
bool llama_model_load(const std::string & fname, llama_model & model, llama_vocab & vocab, int n_ctx, int n_parts, ggml_type memory_type = GGML_TYPE_F32) {
fprintf(stderr, "%s: loading model from '%s' - please wait ...\n", __func__, fname.c_str());
std::vector<char> f_buf(1024*1024);
auto fin = std::ifstream(fname, std::ios::binary);
fin.rdbuf()->pubsetbuf(f_buf.data(), f_buf.size());
if (!fin) {
fprintf(stderr, "%s: failed to open '%s'\n", __func__, fname.c_str());
return false;
}
// verify magic
{
uint32_t magic;
fin.read((char *) &magic, sizeof(magic));
if (magic == FILE_MAGIC_UNVERSIONED) {
fprintf(stderr, "%s: invalid model file '%s' (too old, regenerate your model files!)\n",
__func__, fname.c_str());
return false;
}
if (magic != FILE_MAGIC) {
fprintf(stderr, "%s: invalid model file '%s' (bad magic)\n", __func__, fname.c_str());
return false;
}
uint32_t format_version;
fin.read((char *) &format_version, sizeof(format_version));
if (format_version != FILE_VERSION) {
fprintf(stderr, "%s: invalid model file '%s' (unsupported format version %" PRIu32 ", expected %d)\n",
__func__, fname.c_str(), format_version, FILE_VERSION);
return false;
}
}
int n_ff = 0;
// load hparams
{
auto & hparams = model.hparams;
fin.read((char *) &hparams.n_vocab, sizeof(hparams.n_vocab));
//fin.read((char *) &hparams.n_ctx, sizeof(hparams.n_ctx));
fin.read((char *) &hparams.n_embd, sizeof(hparams.n_embd));
fin.read((char *) &hparams.n_mult, sizeof(hparams.n_mult));
fin.read((char *) &hparams.n_head, sizeof(hparams.n_head));
fin.read((char *) &hparams.n_layer, sizeof(hparams.n_layer));
fin.read((char *) &hparams.n_rot, sizeof(hparams.n_rot));
fin.read((char *) &hparams.f16, sizeof(hparams.f16));
hparams.n_ctx = n_ctx;
n_ff = ((2*(4*hparams.n_embd)/3 + hparams.n_mult - 1)/hparams.n_mult)*hparams.n_mult;
if (n_parts < 1) {
n_parts = LLAMA_N_PARTS.at(hparams.n_embd);
}
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
// temp warning to tell the user to use "--n_parts"
if (hparams.f16 == 4 && n_parts != 1) {
fprintf(stderr, "%s: GPTQ model detected - are you sure n_parts should be %d? we normally expect it to be 1\n", __func__, n_parts);
fprintf(stderr, "%s: use '--n_parts 1' if necessary\n", __func__);
}
fprintf(stderr, "%s: n_vocab = %d\n", __func__, hparams.n_vocab);
fprintf(stderr, "%s: n_ctx = %d\n", __func__, hparams.n_ctx);
fprintf(stderr, "%s: n_embd = %d\n", __func__, hparams.n_embd);
fprintf(stderr, "%s: n_mult = %d\n", __func__, hparams.n_mult);
fprintf(stderr, "%s: n_head = %d\n", __func__, hparams.n_head);
fprintf(stderr, "%s: n_layer = %d\n", __func__, hparams.n_layer);
fprintf(stderr, "%s: n_rot = %d\n", __func__, hparams.n_rot);
fprintf(stderr, "%s: f16 = %d\n", __func__, hparams.f16);
fprintf(stderr, "%s: n_ff = %d\n", __func__, n_ff);
fprintf(stderr, "%s: n_parts = %d\n", __func__, n_parts);
}
// load vocab
{
std::string word;
vocab.id_to_token.resize(model.hparams.n_vocab);
std::vector<char> tmp(64);
for (int i = 0; i < model.hparams.n_vocab; i++) {
uint32_t len;
fin.read((char *) &len, sizeof(len));
word.resize(len);
if (len > 0) {
tmp.resize(len);
fin.read(tmp.data(), len);
word.assign(tmp.data(), len);
} else {
word.clear();
}
float score;
fin.read((char *) &score, sizeof(score));
vocab.token_to_id[word] = i;
auto &tok_score = vocab.id_to_token[i];
tok_score.tok = word;
tok_score.score = score;
}
}
// for the big tensors, we have the option to store the data in 16-bit floats or quantized
// in order to save memory and also to speed up the computation
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
// wtype is for per-layer weights, while vtype is for other weights
ggml_type wtype, vtype;
switch (model.hparams.f16) {
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
case 0: wtype = vtype = GGML_TYPE_F32; break;
case 1: wtype = vtype = GGML_TYPE_F16; break;
case 2: wtype = vtype = GGML_TYPE_Q4_0; break;
case 3: wtype = vtype = GGML_TYPE_Q4_1; break;
case 4: wtype = GGML_TYPE_Q4_1; vtype = GGML_TYPE_F16; break;
default:
{
fprintf(stderr, "%s: invalid model file '%s' (bad f16 value %d)\n",
__func__, fname.c_str(), model.hparams.f16);
return false;
}
}
auto & ctx = model.ctx;
size_t ctx_size = 0;
{
const auto & hparams = model.hparams;
const int n_embd = hparams.n_embd;
const int n_layer = hparams.n_layer;
const int n_ctx = hparams.n_ctx;
const int n_vocab = hparams.n_vocab;
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
ctx_size += n_embd*n_vocab*ggml_type_sizef(vtype); // tok_embeddings
ctx_size += n_embd*ggml_type_sizef(GGML_TYPE_F32); // norm
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
ctx_size += n_embd*n_vocab*ggml_type_sizef(vtype); // output
ctx_size += n_layer*(n_embd*ggml_type_sizef(GGML_TYPE_F32)); // attention_norm
ctx_size += n_layer*(n_embd*n_embd*ggml_type_sizef(wtype)); // wq
ctx_size += n_layer*(n_embd*n_embd*ggml_type_sizef(wtype)); // wk
ctx_size += n_layer*(n_embd*n_embd*ggml_type_sizef(wtype)); // wv
ctx_size += n_layer*(n_embd*n_embd*ggml_type_sizef(wtype)); // wo
ctx_size += n_layer*(n_embd*ggml_type_sizef(GGML_TYPE_F32)); // ffn_norm
ctx_size += n_layer*(n_ff*n_embd*ggml_type_sizef(wtype)); // w1
ctx_size += n_layer*(n_ff*n_embd*ggml_type_sizef(wtype)); // w2
ctx_size += n_layer*(n_ff*n_embd*ggml_type_sizef(wtype)); // w3
ctx_size += n_ctx*n_layer*n_embd*ggml_type_sizef(memory_type); // memory_k
ctx_size += n_ctx*n_layer*n_embd*ggml_type_sizef(memory_type); // memory_v
ctx_size += (5 + 10*n_layer)*256; // object overhead
fprintf(stderr, "%s: ggml ctx size = %6.2f MB\n", __func__, ctx_size/(1024.0*1024.0));
}
// create the ggml context
{
struct ggml_init_params params = {
/*.mem_size =*/ ctx_size,
/*.mem_buffer =*/ NULL,
};
model.ctx = ggml_init(params);
if (!model.ctx) {
fprintf(stderr, "%s: ggml_init() failed\n", __func__);
return false;
}
}
// prepare memory for the weights
{
const auto & hparams = model.hparams;
const int n_embd = hparams.n_embd;
const int n_layer = hparams.n_layer;
const int n_vocab = hparams.n_vocab;
model.layers.resize(n_layer);
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
model.tok_embeddings = ggml_new_tensor_2d(ctx, vtype, n_embd, n_vocab);
model.norm = ggml_new_tensor_1d(ctx, GGML_TYPE_F32, n_embd);
Importer for GPTQ quantized LLaMA models (#301) * [WIP, broken] Importer for GPTQ quantized LLaMA models Based on: https://github.com/qwopqwop200/GPTQ-for-LLaMa Current status: Something is busted. The output starts out decent, but quickly degrades into gibberish. This doesn't happen with either the original GPTQ-for-LLaMa using the same weights, or llama.cpp when using weights quantized by its own quantizer. Is there a bug in the conversion script that somehow only comes into play with a large context size? I did notice one potential issue. It's clearly not the main cause of the gibberish, since it doesn't happen when using q4_1 weights quantized by llama.cpp itself, but it seems concerning. When doing a matrix multiplication of f16 * f32 => f32 or q4_1 * f32 => f32, at least when the multiplication is not done with BLAS, the intermediate results are stored in the smaller format rather than f32. This seems like an unnecessary waste of precision, especially in the q4_1 case. I was originally hoping to validate the results by matching the Python implementation's output exactly, but precision and non-associativity issues make this very difficult, including when performing matrix multiplications and, especially, computing norms. Anyway, design details: The models being imported store per-layer weights in essentially q4_1 format, although the addend and scale are shared across an entire row rather than every group of 32 weights. This script duplicates the addend and scale to match ggml's expectations, at the cost of wasting some memory. However, there are two differences which I accommodated changing the output format (and adding corresponding support to main.cpp) rather than having the script match the existing one: - The tok_embeddings and output weights (i.e. the weights that aren't per-layer) are f16 instead of q4_1. They could be converted to q4_1, and the impact of the loss of precision would probably be low, but this would rule out exactly matching the Python implementation's output for validation. - There is no sharding, since the input doesn't have it, and for a CPU-only implementation it seems more useful to avoid having to deal with multiple files. The new format is differentiated from existing q4_1 format by changing the 'f16' header flag to a new value, 4. That said, I think a cleaner approach would be to change main.cpp to support loading each tensor with an arbitrary sharding configuration and type rather than hardcoding specific combinations of types. So far I've wasted too much time debugging to try implementing this... * Add missing permutation. Now it works. --------- Co-authored-by: Georgi Gerganov <ggerganov@gmail.com>
1 year ago
model.output = ggml_new_tensor_2d(ctx, vtype, n_embd, n_vocab);
// map by name
model.tensors["tok_embeddings.weight"] = model.tok_embeddings;
model.tensors["norm.weight"] = model.norm;
model.tensors["output.weight"] = model.output;
for (int i = 0; i < n_layer; ++i) {
auto & layer = model.layers[i];
layer.attention_norm = ggml_new_tensor_1d(ctx, GGML_TYPE_F32, n_embd);
layer.wq = ggml_new_tensor_2d(ctx, wtype, n_embd, n_embd);
layer.wk = ggml_new_tensor_2d(ctx, wtype, n_embd, n_embd);
layer.wv = ggml_new_tensor_2d(ctx, wtype, n_embd, n_embd);
layer.wo = ggml_new_tensor_2d(ctx, wtype, n_embd, n_embd);
layer.ffn_norm = ggml_new_tensor_1d(ctx, GGML_TYPE_F32, n_embd);
layer.w1 = ggml_new_tensor_2d(ctx, wtype, n_embd, n_ff);
layer.w2 = ggml_new_tensor_2d(ctx, wtype, n_ff, n_embd);
layer.w3 = ggml_new_tensor_2d(ctx, wtype, n_embd, n_ff);
// map by name
model.tensors["layers." + std::to_string(i) + ".attention_norm.weight"] = layer.attention_norm;
model.tensors["layers." + std::to_string(i) + ".attention.wq.weight"] = layer.wq;
model.tensors["layers." + std::to_string(i) + ".attention.wk.weight"] = layer.wk;
model.tensors["layers." + std::to_string(i) + ".attention.wv.weight"] = layer.wv;
model.tensors["layers." + std::to_string(i) + ".attention.wo.weight"] = layer.wo;
model.tensors["layers." + std::to_string(i) + ".ffn_norm.weight"] = layer.ffn_norm;
model.tensors["layers." + std::to_string(i) + ".feed_forward.w1.weight"] = layer.w1;
model.tensors["layers." + std::to_string(i) + ".feed_forward.w2.weight"] = layer.w2;
model.tensors["layers." + std::to_string(i) + ".feed_forward.w3.weight"] = layer.w3;
}
}
// key + value memory
{
const auto & hparams = model.hparams;
const int n_embd = hparams.n_embd;
const int n_layer = hparams.n_layer;
const int n_ctx = hparams.n_ctx;
const int n_mem = n_layer*n_ctx;
const int n_elements = n_embd*n_mem;
model.memory_k = ggml_new_tensor_1d(ctx, memory_type, n_elements);
model.memory_v = ggml_new_tensor_1d(ctx, memory_type, n_elements);
const size_t memory_size = ggml_nbytes(model.memory_k) + ggml_nbytes(model.memory_v);
fprintf(stderr, "%s: memory_size = %8.2f MB, n_mem = %d\n", __func__, memory_size/1024.0/1024.0, n_mem);
}
const size_t file_offset = fin.tellg();
fin.close();
std::vector<uint8_t> tmp;
for (int i = 0; i < n_parts; ++i) {
const int part_id = i;
//const int part_id = n_parts - i - 1;
std::string fname_part = fname;
if (i > 0) {
fname_part += "." + std::to_string(i);
}
fprintf(stderr, "%s: loading model part %d/%d from '%s'\n", __func__, i+1, n_parts, fname_part.c_str());
fin = std::ifstream(fname_part, std::ios::binary);
fin.rdbuf()->pubsetbuf(f_buf.data(), f_buf.size());
fin.seekg(file_offset);
// load weights
{
int n_tensors = 0;
size_t total_size = 0;
fprintf(stderr, "%s: ", __func__);
while (true) {
int32_t n_dims;
int32_t length;
int32_t ftype;
fin.read(reinterpret_cast<char *>(&n_dims), sizeof(n_dims));
fin.read(reinterpret_cast<char *>(&length), sizeof(length));
fin.read(reinterpret_cast<char *>(&ftype), sizeof(ftype));
if (fin.eof()) {
break;
}
int32_t nelements = 1;
int32_t ne[2] = { 1, 1 };
for (int i = 0; i < n_dims; ++i) {
fin.read(reinterpret_cast<char *>(&ne[i]), sizeof(ne[i]));
nelements *= ne[i];
}
std::string name(length, 0);
fin.read(&name[0], length);
if (model.tensors.find(name.data()) == model.tensors.end()) {
fprintf(stderr, "%s: unknown tensor '%s' in model file\n", __func__, name.data());
return false;
}
// split_type = 0: split by columns
// split_type = 1: split by rows
int split_type = 0;
// split_type = 0:
// regex:
// - tok_embeddings.*
// - layers.*.attention.wo.weight
// - layers.*.feed_forward.w2.weight
// split_type = 1:
// regex:
// - output.*
// - layers.*.attention.wq.weight
// - layers.*.attention.wk.weight
// - layers.*.attention.wv.weight
// - layers.*.feed_forward.w1.weight
// - layers.*.feed_forward.w3.weight
if (name.find("tok_embeddings") != std::string::npos) {
split_type = 0;
} else if (name.find("layers") != std::string::npos) {
if (name.find("attention.wo.weight") != std::string::npos) {
split_type = 0;
} else if (name.find("feed_forward.w2.weight") != std::string::npos) {
split_type = 0;
} else {
split_type = 1;
}
} else if (name.find("output") != std::string::npos) {
split_type = 1;
}
auto tensor = model.tensors[name.data()];
if (n_dims == 1) {
if (ggml_nelements(tensor) != nelements) {
fprintf(stderr, "%s: tensor '%s' has wrong size in model file\n", __func__, name.data());
return false;
}
} else {
if (ggml_nelements(tensor)/n_parts != nelements) {
fprintf(stderr, "%s: tensor '%s' has wrong size in model file\n", __func__, name.data());
return false;
}
}
if (n_dims == 1) {
if (tensor->ne[0] != ne[0] || tensor->ne[1] != ne[1]) {
fprintf(stderr, "%s: tensor '%s' has wrong shape in model file: got [%d, %d], expected [%d, %d]\n",
__func__, name.data(), tensor->ne[0], tensor->ne[1], ne[0], ne[1]);
return false;
}
} else {
if (split_type == 0) {
if (tensor->ne[0]/n_parts != ne[0] || tensor->ne[1] != ne[1]) {
fprintf(stderr, "%s: tensor '%s' has wrong shape in model file: got [%d, %d], expected [%d, %d]\n",
__func__, name.data(), tensor->ne[0]/n_parts, tensor->ne[1], ne[0], ne[1]);
return false;
}
} else {
if (tensor->ne[0] != ne[0] || tensor->ne[1]/n_parts != ne[1]) {
fprintf(stderr, "%s: tensor '%s' has wrong shape in model file: got [%d, %d], expected [%d, %d]\n",
__func__, name.data(), tensor->ne[0], tensor->ne[1]/n_parts, ne[0], ne[1]);
return false;
}
}
}
if (0) {
static const char * ftype_str[] = { "f32", "f16", "q4_0", "q4_1", };
fprintf(stderr, "%24s - [%5d, %5d], type = %6s, split = %d\n", name.data(), ne[0], ne[1], ftype_str[ftype], split_type);
}
size_t bpe = 0;
switch (ftype) {
case 0: bpe = ggml_type_size(GGML_TYPE_F32); break;
case 1: bpe = ggml_type_size(GGML_TYPE_F16); break;
case 2: bpe = ggml_type_size(GGML_TYPE_Q4_0); assert(ne[0] % 64 == 0); break;
case 3: bpe = ggml_type_size(GGML_TYPE_Q4_1); assert(ne[0] % 64 == 0); break;
default:
{
fprintf(stderr, "%s: unknown ftype %d in model file\n", __func__, ftype);
return false;
}
};
if (n_dims == 1 || n_parts == 1) {
if ((nelements*bpe)/ggml_blck_size(tensor->type) != ggml_nbytes(tensor)) {
fprintf(stderr, "%s: tensor '%s' has wrong size in model file: got %zu, expected %zu\n",
__func__, name.data(), ggml_nbytes(tensor), nelements*bpe);
return false;
}
if (part_id == 0) {
fin.read(reinterpret_cast<char *>(tensor->data), ggml_nbytes(tensor));
} else {
fin.seekg(ggml_nbytes(tensor), std::ios::cur);
}
total_size += ggml_nbytes(tensor);
} else {
if ((nelements*bpe)/ggml_blck_size(tensor->type) != ggml_nbytes(tensor)/n_parts) {
fprintf(stderr, "%s: tensor '%s' has wrong size in model file: got %zu, expected %zu\n",
__func__, name.data(), ggml_nbytes(tensor)/n_parts, nelements*bpe);
return false;
}
if (split_type == 0) {
const int np0 = ne[0];
const size_t row_size = (tensor->ne[0]/ggml_blck_size(tensor->type))*ggml_type_size(tensor->type);
assert(row_size == tensor->nb[1]);
for (int i1 = 0; i1 < ne[1]; ++i1) {
const size_t offset_row = i1*row_size;
const size_t offset = offset_row + ((part_id*np0)/ggml_blck_size(tensor->type))*ggml_type_size(tensor->type);
fin.read(reinterpret_cast<char *>(tensor->data) + offset, row_size/n_parts);
}
} else {
const int np1 = ne[1];
const size_t row_size = (tensor->ne[0]/ggml_blck_size(tensor->type))*ggml_type_size(tensor->type);
for (int i1 = 0; i1 < ne[1]; ++i1) {
const size_t offset_row = (i1 + part_id*np1)*row_size;
fin.read(reinterpret_cast<char *>(tensor->data) + offset_row, row_size);
}
}
total_size += ggml_nbytes(tensor)/n_parts;
}
//fprintf(stderr, "%42s - [%5d, %5d], type = %6s, %6.2f MB\n", name.data(), ne[0], ne[1], ftype == 0 ? "float" : "f16", ggml_nbytes(tensor)/1024.0/1024.0);
if (++n_tensors % 8 == 0) {
fprintf(stderr, ".");
fflush(stderr);
}
}
fprintf(stderr, " done\n");
fprintf(stderr, "%s: model size = %8.2f MB / num tensors = %d\n", __func__, total_size/1024.0/1024.0, n_tensors);
}
fin.close();
}
return true;
}
// evaluate the transformer
//
// - model: the model
// - n_threads: number of threads to use
// - n_past: the context size so far
// - embd_inp: the embeddings of the tokens in the context
// - embd_w: the predicted logits for the next token
//
// The GPT-J model requires about 16MB of memory per input token.
//
bool llama_eval(
const llama_model & model,
const int n_threads,
const int n_past,
const std::vector<llama_vocab::id> & embd_inp,
std::vector<float> & embd_w,
size_t & mem_per_token,
bool return_all_logits = false) {
const int N = embd_inp.size();
const auto & hparams = model.hparams;
const int n_embd = hparams.n_embd;
const int n_layer = hparams.n_layer;
const int n_ctx = hparams.n_ctx;
const int n_head = hparams.n_head;
const int n_vocab = hparams.n_vocab;
const int n_rot = hparams.n_embd/hparams.n_head;
// TODO: check if this size scales with n_ctx linearly and remove constant. somehow I feel it wasn't the case
// static size_t buf_size = hparams.n_ctx*1024*1024;
static size_t buf_size = 512u*1024*1024;
static void * buf = malloc(buf_size);
if (mem_per_token > 0 && mem_per_token*N > buf_size) {
const size_t buf_size_new = 1.3*(mem_per_token*N); // add 30% to account for ggml object overhead
//fprintf(stderr, "\n%s: reallocating buffer from %zu to %zu bytes\n", __func__, buf_size, buf_size_new);
// reallocate
buf_size = buf_size_new;
buf = realloc(buf, buf_size);
if (buf == nullptr) {
fprintf(stderr, "%s: failed to allocate %zu bytes\n", __func__, buf_size);
return false;
}
}
struct ggml_init_params params = {
/*.mem_size =*/ buf_size,
/*.mem_buffer =*/ buf,
};
struct ggml_context * ctx0 = ggml_init(params);
ggml_cgraph gf = {};
gf.n_threads = n_threads;
struct ggml_tensor * embd = ggml_new_tensor_1d(ctx0, GGML_TYPE_I32, N);
memcpy(embd->data, embd_inp.data(), N*ggml_element_size(embd));
struct ggml_tensor * inpL = ggml_get_rows(ctx0, model.tok_embeddings, embd);
for (int il = 0; il < n_layer; ++il) {
struct ggml_tensor * inpSA = inpL;
struct ggml_tensor * cur;
// norm
{
cur = ggml_rms_norm(ctx0, inpL);
// cur = attention_norm*cur
cur = ggml_mul(ctx0,
ggml_repeat(ctx0, model.layers[il].attention_norm, cur),
cur);
}
// self-attention
{
struct ggml_tensor * Qcur = ggml_mul_mat(ctx0, model.layers[il].wq, cur);
struct ggml_tensor * Kcur = ggml_mul_mat(ctx0, model.layers[il].wk, cur);
struct ggml_tensor * Vcur = ggml_mul_mat(ctx0, model.layers[il].wv, cur);
// store key and value to memory
if (N >= 1) {
struct ggml_tensor * k = ggml_view_1d(ctx0, model.memory_k, N*n_embd, (ggml_element_size(model.memory_k)*n_embd)*(il*n_ctx + n_past));
struct ggml_tensor * v = ggml_view_1d(ctx0, model.memory_v, N*n_embd, (ggml_element_size(model.memory_v)*n_embd)*(il*n_ctx + n_past));
ggml_build_forward_expand(&gf, ggml_cpy(ctx0, Kcur, k));
ggml_build_forward_expand(&gf, ggml_cpy(ctx0, Vcur, v));
}
// Q = Qcur.contiguous().view(n_embd/n_head, n_head, N).permute(0, 2, 1, 3)
struct ggml_tensor * Q =
ggml_permute(ctx0,
ggml_rope(ctx0,
ggml_cpy(ctx0,
Qcur,
ggml_new_tensor_3d(ctx0, GGML_TYPE_F32, n_embd/n_head, n_head, N)),
n_past, n_rot, 0),
0, 2, 1, 3);
// K = Kmem.view(n_embd/n_head, n_head, n_past + N).permute(0, 2, 1, 3)
struct ggml_tensor * K =
ggml_permute(ctx0,
ggml_rope(ctx0,
ggml_reshape_3d(ctx0,
ggml_view_1d(ctx0, model.memory_k, (n_past + N)*n_embd, il*n_ctx*ggml_element_size(model.memory_k)*n_embd),
n_embd/n_head, n_head, n_past + N),
n_past, n_rot, 1),
0, 2, 1, 3);
// K * Q
struct ggml_tensor * KQ = ggml_mul_mat(ctx0, K, Q);
// KQ_scaled = KQ / sqrt(n_embd/n_head)
struct ggml_tensor * KQ_scaled =
ggml_scale(ctx0,
KQ,
ggml_new_f32(ctx0, 1.0f/sqrt(float(n_embd)/n_head))
);
// KQ_masked = mask_past(KQ_scaled)
struct ggml_tensor * KQ_masked = ggml_diag_mask_inf(ctx0, KQ_scaled, n_past);
// KQ = soft_max(KQ_masked)
struct ggml_tensor * KQ_soft_max = ggml_soft_max(ctx0, KQ_masked);
// V_trans = Vmem.view(n_embd/n_head, n_head, n_past + N).permute(1, 2, 0, 3).contiguous()
struct ggml_tensor * V_trans =
ggml_permute(ctx0,
ggml_reshape_3d(ctx0,
ggml_view_1d(ctx0, model.memory_v, (n_past + N)*n_embd, il*n_ctx*ggml_element_size(model.memory_v)*n_embd),
n_embd/n_head, n_head, n_past + N),
1, 2, 0, 3);
// KQV = transpose(V) * KQ_soft_max
struct ggml_tensor * KQV = ggml_mul_mat(ctx0, V_trans, KQ_soft_max);
// KQV_merged = KQV.permute(0, 2, 1, 3)
struct ggml_tensor * KQV_merged = ggml_permute(ctx0, KQV, 0, 2, 1, 3);
// cur = KQV_merged.contiguous().view(n_embd, N)
cur = ggml_cpy(ctx0,
KQV_merged,
ggml_new_tensor_2d(ctx0, GGML_TYPE_F32, n_embd, N));
// projection (no bias)
cur = ggml_mul_mat(ctx0,
model.layers[il].wo,
cur);
}
struct ggml_tensor * inpFF = ggml_add(ctx0, cur, inpSA);
// feed-forward network
{
// norm
{
cur = ggml_rms_norm(ctx0, inpFF);
// cur = ffn_norm*cur
cur = ggml_mul(ctx0,
ggml_repeat(ctx0, model.layers[il].ffn_norm, cur),
cur);
}
struct ggml_tensor * tmp = ggml_mul_mat(ctx0,
model.layers[il].w3,
cur);
cur = ggml_mul_mat(ctx0,
model.layers[il].w1,
cur);
// SILU activation
cur = ggml_silu(ctx0, cur);
cur = ggml_mul(ctx0, cur, tmp);
cur = ggml_mul_mat(ctx0,
model.layers[il].w2,
cur);
}
cur = ggml_add(ctx0, cur, inpFF);
// input for next layer
inpL = cur;
}
// norm
{
inpL = ggml_rms_norm(ctx0, inpL);
// inpL = norm*inpL
inpL = ggml_mul(ctx0,
ggml_repeat(ctx0, model.norm, inpL),
inpL);
}
// lm_head
{
inpL = ggml_mul_mat(ctx0, model.output, inpL);
}
// logits -> probs
//inpL = ggml_soft_max(ctx0, inpL);
// run the computation
ggml_build_forward_expand(&gf, inpL);
ggml_graph_compute (ctx0, &gf);
//if (n_past%100 == 0) {
// ggml_graph_print (&gf);
// ggml_graph_dump_dot(&gf, NULL, "gpt-2.dot");
//}
//embd_w.resize(n_vocab*N);
//memcpy(embd_w.data(), ggml_get_data(inpL), sizeof(float)*n_vocab*N);
if (return_all_logits) {
embd_w.resize(n_vocab * N);
memcpy(embd_w.data(), (float *) ggml_get_data(inpL), sizeof(float)*n_vocab*N);
} else {
// return result for just the last token
embd_w.resize(n_vocab);
memcpy(embd_w.data(), (float *) ggml_get_data(inpL) + (n_vocab*(N-1)), sizeof(float)*n_vocab);
}
if (mem_per_token == 0) {
mem_per_token = ggml_used_mem(ctx0)/N;
}
//fprintf(stderr, "used_mem = %zu\n", ggml_used_mem(ctx0));
ggml_free(ctx0);
return true;
}
std::vector<double> softmax(const std::vector<float>& logits) {
std::vector<double> probs(logits.size());
float max_logit = logits[0];
for (float v : logits) max_logit = std::max(max_logit, v);
double sum_exp = 0.0;
for (size_t i = 0; i < logits.size(); i++) {
// Subtract the maximum logit value from the current logit value for numerical stability
float logit = logits[i] - max_logit;
double exp_logit = std::exp(logit);
sum_exp += exp_logit;
probs[i] = exp_logit;
}
for (size_t i = 0; i < probs.size(); i++) probs[i] /= sum_exp;
return probs;
}
void perplexity(const llama_vocab &vocab, const llama_model &model, const gpt_params &params, size_t mem_per_token) {
// Download: https://s3.amazonaws.com/research.metamind.io/wikitext/wikitext-2-raw-v1.zip?ref=salesforce-research
// Run `./main --perplexity -m models/7B/ggml-model-q4_0.bin -f wiki.test.raw`
// Output: `perplexity: 13.5106 [114/114]`
std::vector<llama_vocab::id> tokens = ::llama_tokenize(vocab, params.prompt, true);
int count = 0;
double nll = 0.0;
int seq_count = tokens.size() / params.n_ctx;
printf("Calculating perplexity over %d chunks\n", seq_count);
for (int i = 0; i < seq_count; ++i) {
int start = i * params.n_ctx;
int end = start + params.n_ctx - 1;
std::vector<llama_vocab::id> embd(tokens.begin() + start, tokens.begin() + end);
std::vector<float> logits;
auto start_t = std::chrono::high_resolution_clock::now();
if (!llama_eval(model, params.n_threads, 0, embd, logits, mem_per_token, true)) {
fprintf(stderr, "Failed to predict\n");
return;
}
auto end_t = std::chrono::high_resolution_clock::now();
if (i == 0) {
double seconds = std::chrono::duration<double>(end_t - start_t).count();
printf("%.2f seconds per pass - ETA %.2f hours\n", seconds, (seconds * seq_count) / (60.0*60.0));
}
// We get the logits for all the tokens in the context window (params.n_ctx)
// from llama_eval above. Now, based on https://huggingface.co/docs/transformers/perplexity,
// calculate the perplexity over the last half the window (so the model always has
// some context to predict the token).
//
// We rely on the fact that attention in the forward pass only looks at previous
// tokens here, so the logits returned for each token are an accurate representation
// of what the model would have predicted at that point.
//
// Example, we have a context window of 512, we will compute perplexity for each of the
// last 256 tokens. Then, we split the input up into context window size chunks to
// process the entire prompt.
for (int j = params.n_ctx / 2; j < params.n_ctx - 1; ++j) {
// Calculate probability of next token, given the previous ones.
int n_vocab = model.hparams.n_vocab;
std::vector<float> tok_logits(
logits.begin() + j * n_vocab,
logits.begin() + (j + 1) * n_vocab);
double prob = softmax(tok_logits)[tokens[start + j + 1]];
nll += -std::log(prob);
++count;
}
// perplexity is e^(average negative log-likelihood)
printf("[%d]%.4lf,", i + 1, std::exp(nll / count));
fflush(stdout);
}
printf("\n");
}
static bool is_interacting = false;
#if defined (__unix__) || (defined (__APPLE__) && defined (__MACH__)) || defined (_WIN32)
void sigint_handler(int signo) {
set_console_state(CONSOLE_STATE_DEFAULT);
printf("\n"); // this also force flush stdout.
if (signo == SIGINT) {
if (!is_interacting) {
is_interacting=true;
} else {
_exit(130);
}
}
}
#endif
const char * llama_print_system_info(void) {
static std::string s;
s = "";
s += "AVX = " + std::to_string(ggml_cpu_has_avx()) + " | ";
s += "AVX2 = " + std::to_string(ggml_cpu_has_avx2()) + " | ";
s += "AVX512 = " + std::to_string(ggml_cpu_has_avx512()) + " | ";
s += "FMA = " + std::to_string(ggml_cpu_has_fma()) + " | ";
s += "NEON = " + std::to_string(ggml_cpu_has_neon()) + " | ";
s += "ARM_FMA = " + std::to_string(ggml_cpu_has_arm_fma()) + " | ";
s += "F16C = " + std::to_string(ggml_cpu_has_f16c()) + " | ";
s += "FP16_VA = " + std::to_string(ggml_cpu_has_fp16_va()) + " | ";
s += "WASM_SIMD = " + std::to_string(ggml_cpu_has_wasm_simd()) + " | ";
s += "BLAS = " + std::to_string(ggml_cpu_has_blas()) + " | ";
s += "SSE3 = " + std::to_string(ggml_cpu_has_sse3()) + " | ";
s += "VSX = " + std::to_string(ggml_cpu_has_vsx()) + " | ";
return s.c_str();
}
int main(int argc, char ** argv) {
ggml_time_init();
const int64_t t_main_start_us = ggml_time_us();
gpt_params params;
params.model = "models/llama-7B/ggml-model.bin";
if (gpt_params_parse(argc, argv, params) == false) {
return 1;
}
if (params.n_ctx > 2048) {
fprintf(stderr, "%s: warning: model does not support context sizes greater than 2048 tokens (%d specified);"
"expect poor results\n", __func__, params.n_ctx);
}
if (params.seed < 0) {
params.seed = time(NULL);
}
fprintf(stderr, "%s: seed = %d\n", __func__, params.seed);
std::mt19937 rng(params.seed);
if (params.random_prompt) {
params.prompt = gpt_random_prompt(rng);
}
// save choice to use color for later
// (note for later: this is a slightly awkward choice)
con_use_color = params.use_color;
// params.prompt = R"(// this function checks if the number n is prime
//bool is_prime(int n) {)";
int64_t t_load_us = 0;
llama_vocab vocab;
llama_model model;
// load the model
{
const ggml_type memory_type = params.memory_f16 ? GGML_TYPE_F16 : GGML_TYPE_F32;
const int64_t t_start_us = ggml_time_us();
if (!llama_model_load(params.model, model, vocab, params.n_ctx, params.n_parts, memory_type)) {
fprintf(stderr, "%s: failed to load model from '%s'\n", __func__, params.model.c_str());
return 1;
}
t_load_us = ggml_time_us() - t_start_us;
}
// print system information
{
fprintf(stderr, "\n");
fprintf(stderr, "system_info: n_threads = %d / %d | %s\n",
params.n_threads, std::thread::hardware_concurrency(), llama_print_system_info());
}
std::vector<float> logits;
// determine the required inference memory per token:
size_t mem_per_token = 0;
llama_eval(model, params.n_threads, 0, { 0, 1, 2, 3 }, logits, mem_per_token);
if (params.perplexity) {
perplexity(vocab, model, params, mem_per_token);
exit(0);
}
int n_past = 0;
int64_t t_sample_us = 0;
int64_t t_predict_us = 0;
// Add a space in front of the first character to match OG llama tokenizer behavior
params.prompt.insert(0, 1, ' ');
// tokenize the prompt
std::vector<llama_vocab::id> embd_inp = ::llama_tokenize(vocab, params.prompt, true);
params.n_predict = std::min(params.n_predict, model.hparams.n_ctx - (int) embd_inp.size());
// prefix & suffix for instruct mode
const std::vector<llama_vocab::id> inp_pfx = ::llama_tokenize(vocab, "\n\n### Instruction:\n\n", true);
const std::vector<llama_vocab::id> inp_sfx = ::llama_tokenize(vocab, "\n\n### Response:\n\n", false);
// in instruct mode, we inject a prefix and a suffix to each input by the user
if (params.instruct) {
params.interactive = true;
params.antiprompt.push_back("### Instruction:\n\n");
}
// enable interactive mode if reverse prompt is specified
if (params.antiprompt.size() != 0) {
params.interactive = true;
}
fprintf(stderr, "\n");
fprintf(stderr, "%s: prompt: '%s'\n", __func__, params.prompt.c_str());
fprintf(stderr, "%s: number of tokens in prompt = %zu\n", __func__, embd_inp.size());
for (int i = 0; i < (int) embd_inp.size(); i++) {
fprintf(stderr, "%6d -> '%s'\n", embd_inp[i], vocab.id_to_token.at(embd_inp[i]).tok.c_str());
}
fprintf(stderr, "\n");
if (params.interactive) {
#if defined (__unix__) || (defined (__APPLE__) && defined (__MACH__))
struct sigaction sigint_action;
sigint_action.sa_handler = sigint_handler;
sigemptyset (&sigint_action.sa_mask);
sigint_action.sa_flags = 0;
sigaction(SIGINT, &sigint_action, NULL);
#elif defined (_WIN32)
signal(SIGINT, sigint_handler);
#endif
fprintf(stderr, "%s: interactive mode on.\n", __func__);
if(params.antiprompt.size()) {
for (auto antiprompt : params.antiprompt) {
fprintf(stderr, "Reverse prompt: '%s'\n", antiprompt.c_str());
}
}
}
fprintf(stderr, "sampling parameters: temp = %f, top_k = %d, top_p = %f, repeat_last_n = %i, repeat_penalty = %f\n", params.temp, params.top_k, params.top_p, params.repeat_last_n, params.repeat_penalty);
fprintf(stderr, "\n\n");
std::vector<llama_vocab::id> embd;
int last_n_size = params.repeat_last_n;
std::vector<llama_vocab::id> last_n_tokens(last_n_size);
std::fill(last_n_tokens.begin(), last_n_tokens.end(), 0);
if (params.interactive) {
fprintf(stderr, "== Running in interactive mode. ==\n"
#if defined (__unix__) || (defined (__APPLE__) && defined (__MACH__)) || defined (_WIN32)
" - Press Ctrl+C to interject at any time.\n"
#endif
" - Press Return to return control to LLaMa.\n"
" - If you want to submit another line, end your input in '\\'.\n\n");
is_interacting = true;
}
int input_consumed = 0;
bool input_noecho = false;
int remaining_tokens = params.n_predict;
#if defined (_WIN32)
if (params.use_color) {
// Enable ANSI colors on Windows 10+
unsigned long dwMode = 0;
void* hConOut = GetStdHandle((unsigned long)-11); // STD_OUTPUT_HANDLE (-11)
if (hConOut && hConOut != (void*)-1 && GetConsoleMode(hConOut, &dwMode) && !(dwMode & 0x4)) {
SetConsoleMode(hConOut, dwMode | 0x4); // ENABLE_VIRTUAL_TERMINAL_PROCESSING (0x4)
}
}
#endif
// the first thing we will do is to output the prompt, so set color accordingly
set_console_state(CONSOLE_STATE_PROMPT);
while (remaining_tokens > 0 || params.interactive) {
// predict
if (embd.size() > 0) {
const int64_t t_start_us = ggml_time_us();
if (!llama_eval(model, params.n_threads, n_past, embd, logits, mem_per_token)) {
fprintf(stderr, "Failed to predict\n");
return 1;
}
t_predict_us += ggml_time_us() - t_start_us;
}
n_past += embd.size();
embd.clear();
if ((int) embd_inp.size() <= input_consumed) {
// out of user input, sample next token
const float top_k = params.top_k;
const float top_p = params.top_p;
const float temp = params.temp;
const float repeat_penalty = params.repeat_penalty;
const int n_vocab = model.hparams.n_vocab;
llama_vocab::id id = 0;
{
const int64_t t_start_sample_us = ggml_time_us();
if (params.ignore_eos) {
// set the logit of the eos token to zero to avoid sampling it
logits[logits.size() - n_vocab + EOS_TOKEN_ID] = 0;
}
id = llama_sample_top_p_top_k(vocab, logits.data() + (logits.size() - n_vocab), last_n_tokens, repeat_penalty, top_k, top_p, temp, rng);
last_n_tokens.erase(last_n_tokens.begin());
last_n_tokens.push_back(id);
t_sample_us += ggml_time_us() - t_start_sample_us;
}
// add it to the context
embd.push_back(id);
// echo this to console
input_noecho = false;
// decrement remaining sampling budget
--remaining_tokens;
} else {
// some user input remains from prompt or interaction, forward it to processing
while ((int) embd_inp.size() > input_consumed) {
embd.push_back(embd_inp[input_consumed]);
last_n_tokens.erase(last_n_tokens.begin());
last_n_tokens.push_back(embd_inp[input_consumed]);
++input_consumed;
if ((int) embd.size() >= params.n_batch) {
break;
}
}
}
// display text
if (!input_noecho) {
for (auto id : embd) {
printf("%s", vocab.id_to_token[id].tok.c_str());
}
fflush(stdout);
}
// reset color to default if we there is no pending user input
if (!input_noecho && (int)embd_inp.size() == input_consumed) {
set_console_state(CONSOLE_STATE_DEFAULT);
}
// in interactive mode, and not currently processing queued inputs;
// check if we should prompt the user for more
if (params.interactive && (int) embd_inp.size() <= input_consumed) {
// check for reverse prompt
std::string last_output;
for (auto id : last_n_tokens) {
last_output += vocab.id_to_token[id].tok;
}
// Check if each of the reverse prompts appears at the end of the output.
for (std::string antiprompt : params.antiprompt) {
if (last_output.find(antiprompt.c_str(), last_output.length() - antiprompt.length(), antiprompt.length()) != std::string::npos) {
is_interacting = true;
break;
}
}
if (is_interacting) {
// potentially set color to indicate we are taking user input
set_console_state(CONSOLE_STATE_USER_INPUT);
if (params.instruct) {
input_consumed = embd_inp.size();
embd_inp.insert(embd_inp.end(), inp_pfx.begin(), inp_pfx.end());
printf("\n> ");
}
std::string buffer;
std::string line;
bool another_line = true;
do {
std::getline(std::cin, line);
if (line.empty() || line.back() != '\\') {
another_line = false;
} else {
line.pop_back(); // Remove the continue character
}
buffer += line + '\n'; // Append the line to the result
} while (another_line);
// done taking input, reset color
set_console_state(CONSOLE_STATE_DEFAULT);
std::vector<llama_vocab::id> line_inp = ::llama_tokenize(vocab, buffer, false);
embd_inp.insert(embd_inp.end(), line_inp.begin(), line_inp.end());
if (params.instruct) {
embd_inp.insert(embd_inp.end(), inp_sfx.begin(), inp_sfx.end());
}
remaining_tokens -= line_inp.size();
input_noecho = true; // do not echo this again
}
is_interacting = false;
}
// end of text token
if (embd.back() == EOS_TOKEN_ID) {
if (params.interactive) {
is_interacting = true;
} else {
fprintf(stderr, " [end of text]\n");
break;
}
}
// In interactive mode, respect the maximum number of tokens and drop back to user input when reached.
if (params.interactive && remaining_tokens <= 0) {
remaining_tokens = params.n_predict;
is_interacting = true;
}
}
#if defined (_WIN32)
signal(SIGINT, SIG_DFL);
#endif
// report timing
{
const int64_t t_main_end_us = ggml_time_us();
fprintf(stderr, "\n\n");
fprintf(stderr, "%s: mem per token = %8zu bytes\n", __func__, mem_per_token);
fprintf(stderr, "%s: load time = %8.2f ms\n", __func__, t_load_us/1000.0f);
fprintf(stderr, "%s: sample time = %8.2f ms\n", __func__, t_sample_us/1000.0f);
fprintf(stderr, "%s: predict time = %8.2f ms / %.2f ms per token\n", __func__, t_predict_us/1000.0f, t_predict_us/1000.0f/n_past);
fprintf(stderr, "%s: total time = %8.2f ms\n", __func__, (t_main_end_us - t_main_start_us)/1000.0f);
}
ggml_free(model.ctx);
set_console_state(CONSOLE_STATE_DEFAULT);
return 0;
}