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12.2 kB
| import torch | |
| import torch.nn as nn | |
| import math | |
| def quantize_complex_tensor(w_real: torch.Tensor, w_imag: torch.Tensor) -> tuple[torch.Tensor, torch.Tensor]: | |
| """Apply PhaseQuant logic to complex weight tensors""" | |
| phase = torch.angle(w_real + 1j * w_imag) | |
| real_pos = (phase >= -math.pi / 4) & (phase < math.pi / 4) | |
| real_neg = (phase >= 3 * math.pi / 4) | (phase < -3 * math.pi / 4) | |
| imag_pos = (phase >= math.pi / 4) & (phase < 3 * math.pi / 4) | |
| imag_neg = (phase >= -3 * math.pi / 4) & (phase < -math.pi / 4) | |
| mask_real = real_pos | real_neg | |
| mask_imag = imag_pos | imag_neg | |
| s_re = w_real[mask_real].abs().mean() if mask_real.any() else torch.tensor(0.0, device=w_real.device) | |
| s_im = w_imag[mask_imag].abs().mean() if mask_imag.any() else torch.tensor(0.0, device=w_imag.device) | |
| s_re = torch.clamp(s_re, min=1e-6) | |
| s_im = torch.clamp(s_im, min=1e-6) | |
| if torch.isnan(s_re) or torch.isinf(s_re): s_re = torch.tensor(1e-6, device=w_real.device) | |
| if torch.isnan(s_im) or torch.isinf(s_im): s_im = torch.tensor(1e-6, device=w_imag.device) | |
| qw_real = torch.zeros_like(w_real) | |
| qw_imag = torch.zeros_like(w_imag) | |
| qw_real[real_pos] = 1.0 | |
| qw_real[real_neg] = -1.0 | |
| qw_imag[imag_pos] = 1.0 | |
| qw_imag[imag_neg] = -1.0 | |
| qw_real_scaled = qw_real * s_re | |
| qw_imag_scaled = qw_imag * s_im | |
| return qw_real_scaled.to(w_real.dtype), qw_imag_scaled.to(w_imag.dtype) | |
| def apply_complex_inspired_quantization(model: nn.Module): | |
| """Apply complex-inspired quantization to real-valued model""" | |
| print("Applying complex-inspired quantization (PhaseQuant-based)...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| A = module.weight.data | |
| if A.shape[0] % 2 != 0 or A.shape[1] % 2 != 0: | |
| print(f" -> Skipping layer (non-even dimensions): {A.shape}") | |
| return | |
| n, m = A.shape[0] // 2, A.shape[1] // 2 | |
| A11, A12 = A[:n, :m], A[:n, m:] | |
| A21, A22 = A[n:, :m], A[n:, m:] | |
| U_re = 0.5 * (A11 + A22) | |
| U_im = 0.5 * (A21 - A12) | |
| W_re = 0.5 * (A11 - A22) | |
| W_im = 0.5 * (A12 + A21) | |
| U_re_q, U_im_q = quantize_complex_tensor(U_re, U_im) | |
| W_re_q, W_im_q = quantize_complex_tensor(W_re, W_im) | |
| A11_q = W_re_q + U_re_q | |
| A12_q = W_im_q - U_im_q | |
| A21_q = W_im_q + U_im_q | |
| A22_q = -W_re_q + U_re_q | |
| A_quant_top = torch.cat([A11_q, A12_q], dim=1) | |
| A_quant_bottom = torch.cat([A21_q, A22_q], dim=1) | |
| A_quant = torch.cat([A_quant_top, A_quant_bottom], dim=0) | |
| module.weight.data = A_quant.to(A.dtype) | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("Complex-inspired quantization completed.") | |
| return model | |
| def apply_bitnet_quantization(model: nn.Module): | |
| """Apply BitNet 1-bit quantization to real-valued model""" | |
| print("Applying BitNet (true 1-bit, affine) quantization to real-valued model...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| scale = module.weight.data.abs().mean() | |
| alpha = module.weight.data.mean() | |
| centered_weights = module.weight.data - alpha | |
| binarized_weights = torch.where(centered_weights > 0, 1.0, -1.0) | |
| module.weight.data = binarized_weights.to(module.weight.data.dtype) * scale | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("BitNet quantization completed.") | |
| return model | |
| def apply_bitnet_1_58bit_quantization_standard(model: nn.Module): | |
| """Apply BitNet 1.58-bit quantization to real-valued model (quantize to {-1, 0, +1})""" | |
| print("Applying BitNet 1.58-bit (absmean threshold) quantization to real-valued model...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| W = module.weight.data | |
| gamma = W.abs().mean() | |
| W_normalized = W / (gamma + 1e-5) | |
| W_quantized = torch.clamp(torch.round(W_normalized), -1.0, 1.0) | |
| module.weight.data = W_quantized.to(W.dtype) * gamma | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("BitNet 1.58-bit (absmean threshold) quantization completed.") | |
| return model | |
| def apply_bitnet_1_58bit_quantization_variant(model: nn.Module, threshold: float = 0.5): | |
| """Apply BitNet 1.58-bit quantization to real-valued model (quantize to {-1, 0, +1})""" | |
| print("Applying BitNet 1.58-bit (ternary) quantization to real-valued model...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| gamma = module.weight.data.abs().mean() | |
| normalized_weights = module.weight.data / (gamma + 1e-5) | |
| adaptive_threshold = threshold | |
| ternary_weights = torch.zeros_like(normalized_weights) | |
| ternary_weights[normalized_weights > adaptive_threshold] = 1.0 | |
| ternary_weights[normalized_weights < -adaptive_threshold] = -1.0 | |
| module.weight.data = ternary_weights.to(module.weight.data.dtype) * gamma | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("BitNet 1.58-bit quantization completed.") | |
| return model | |
| def minmax_1bit_quantize_dequantize(w: torch.Tensor) -> torch.Tensor: | |
| """Apply 1-bit Min-Max quantization and dequantization to weight tensor""" | |
| min_val = w.min() | |
| max_val = w.max() | |
| scale = (max_val - min_val) / 1.0 | |
| zero_point = min_val | |
| if abs(scale) < 1e-9: | |
| return w | |
| quantized_w = torch.round((w - zero_point) / scale) | |
| dequantized_w = quantized_w * scale + zero_point | |
| return dequantized_w.to(w.dtype) | |
| def apply_minmax_1bit_quantization(model: nn.Module): | |
| """Apply Min-Max 1-bit quantization to real-valued model""" | |
| print("Applying Min-Max (1-bit) quantization to real-valued model...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| module.weight.data = minmax_1bit_quantize_dequantize(module.weight.data) | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("Min-Max 1-bit quantization completed.") | |
| return model | |
| def symmetric_minmax_1bit_quantize_dequantize(w: torch.Tensor) -> torch.Tensor: | |
| """Apply symmetric 1-bit Min-Max quantization to weight tensor (quantize to {-1, 1})""" | |
| max_abs = w.abs().max() | |
| scale = max_abs | |
| if scale < 1e-9: | |
| return w | |
| quantized_w = (w / scale).sign() | |
| dequantized_w = quantized_w * scale | |
| return dequantized_w.to(w.dtype) | |
| def apply_symmetric_minmax_1bit_quantization(model: nn.Module): | |
| """Apply symmetric Min-Max 1-bit quantization to real-valued model""" | |
| print("Applying symmetric Min-Max (1-bit, to {-1, 1}) quantization to real-valued model...") | |
| def quantize_linear_layer(module: nn.Linear): | |
| module.weight.data = symmetric_minmax_1bit_quantize_dequantize(module.weight.data) | |
| model.apply(lambda module: quantize_linear_layer(module) if isinstance(module, nn.Linear) else None) | |
| print("Symmetric Min-Max 1-bit quantization completed.") | |
| return model | |
| class BitNetQuantSTE(torch.autograd.Function): | |
| """BitNet STE: quantize in forward, pass gradients in backward""" | |
| def forward(ctx, w): | |
| scale = w.abs().mean() | |
| alpha = w.mean() | |
| centered_w = w - alpha | |
| binarized_w = torch.where(centered_w > 0, 1.0, -1.0).to(w.dtype) | |
| quantized_w = binarized_w * scale | |
| return quantized_w | |
| def backward(ctx, grad_output): | |
| return grad_output | |
| class BitNet1_58QuantSTE(torch.autograd.Function): | |
| """BitNet 1.58-bit STE: quantize to {-1, 0, +1}, pass gradients in backward""" | |
| def forward(ctx, w): | |
| gamma = w.abs().mean() | |
| w_normalized = w / (gamma + 1e-5) | |
| w_quantized = torch.clamp(torch.round(w_normalized), -1.0, 1.0) | |
| quantized_w = (w_quantized * gamma).to(w.dtype) | |
| return quantized_w | |
| def backward(ctx, grad_output): | |
| return grad_output | |
| class PhaseQuantSTE(torch.autograd.Function): | |
| """Complex-Phase STE: quantize in forward, pass gradients in backward""" | |
| def forward(ctx, w_real, w_imag): | |
| phase = torch.angle(w_real + 1j * w_imag) | |
| real_pos = (phase >= -math.pi / 4) & (phase < math.pi / 4) | |
| real_neg = (phase >= 3 * math.pi / 4) | (phase < -3 * math.pi / 4) | |
| imag_pos = (phase >= math.pi / 4) & (phase < 3 * math.pi / 4) | |
| imag_neg = (phase >= -3 * math.pi / 4) & (phase < -math.pi / 4) | |
| mask_real = real_pos | real_neg | |
| mask_imag = imag_pos | imag_neg | |
| s_re = w_real[mask_real].abs().mean() if mask_real.any() else torch.tensor(0.0, device=w_real.device) | |
| s_im = w_imag[mask_imag].abs().mean() if mask_imag.any() else torch.tensor(0.0, device=w_imag.device) | |
| s_re = torch.clamp(s_re, min=1e-6) | |
| s_im = torch.clamp(s_im, min=1e-6) | |
| qw_real = torch.zeros_like(w_real) | |
| qw_imag = torch.zeros_like(w_imag) | |
| qw_real[real_pos] = 1.0 | |
| qw_real[real_neg] = -1.0 | |
| qw_imag[imag_pos] = 1.0 | |
| qw_imag[imag_neg] = -1.0 | |
| qw_real_scaled = qw_real * s_re | |
| qw_imag_scaled = qw_imag * s_im | |
| return qw_real_scaled.to(w_real.dtype), qw_imag_scaled.to(w_imag.dtype) | |
| def backward(ctx, grad_w_real, grad_w_imag): | |
| return grad_w_real, grad_w_imag | |
| class PhaseQuantSTE_V2(torch.autograd.Function): | |
| """Two-step residual quantization""" | |
| def forward(ctx, w_real: torch.Tensor, w_imag: torch.Tensor): | |
| qw_real_o1, qw_imag_o1 = PhaseQuantSTE.apply(w_real, w_imag) | |
| error_real = w_real - qw_real_o1 | |
| error_imag = w_imag - qw_imag_o1 | |
| qw_real_o2, qw_imag_o2 = PhaseQuantSTE.apply(error_real, error_imag) | |
| qw_real = qw_real_o1 + qw_real_o2 | |
| qw_imag = qw_imag_o1 + qw_imag_o2 | |
| return qw_real, qw_imag | |
| def backward(ctx, grad_real, grad_imag): | |
| return grad_real, grad_imag | |
| class PhaseQuantSTE_V3(torch.autograd.Function): | |
| """Three-step residual quantization""" | |
| def forward(ctx, w_real: torch.Tensor, w_imag: torch.Tensor): | |
| qw_real_o1, qw_imag_o1 = PhaseQuantSTE.apply(w_real, w_imag) | |
| error_real_1 = w_real - qw_real_o1 | |
| error_imag_1 = w_imag - qw_imag_o1 | |
| qw_real_o2, qw_imag_o2 = PhaseQuantSTE.apply(error_real_1, error_imag_1) | |
| error_real_2 = error_real_1 - qw_real_o2 | |
| error_imag_2 = error_imag_1 - qw_imag_o2 | |
| qw_real_o3, qw_imag_o3 = PhaseQuantSTE.apply(error_real_2, error_imag_2) | |
| qw_real = qw_real_o1 + qw_real_o2 + qw_real_o3 | |
| qw_imag = qw_imag_o1 + qw_imag_o2 + qw_imag_o3 | |
| return qw_real, qw_imag | |
| def backward(ctx, grad_real, grad_imag): | |
| return grad_real, grad_imag | |
| class PhaseQuantSTE_V4(torch.autograd.Function): | |
| """Four-step residual quantization""" | |
| def forward(ctx, w_real: torch.Tensor, w_imag: torch.Tensor): | |
| qw_real_o1, qw_imag_o1 = PhaseQuantSTE.apply(w_real, w_imag) | |
| error_real_1 = w_real - qw_real_o1 | |
| error_imag_1 = w_imag - qw_imag_o1 | |
| qw_real_o2, qw_imag_o2 = PhaseQuantSTE.apply(error_real_1, error_imag_1) | |
| error_real_2 = error_real_1 - qw_real_o2 | |
| error_imag_2 = error_imag_1 - qw_imag_o2 | |
| qw_real_o3, qw_imag_o3 = PhaseQuantSTE.apply(error_real_2, error_imag_2) | |
| error_real_3 = error_real_2 - qw_real_o3 | |
| error_imag_3 = error_imag_2 - qw_imag_o3 | |
| qw_real_o4, qw_imag_o4 = PhaseQuantSTE.apply(error_real_3, error_imag_3) | |
| qw_real = qw_real_o1 + qw_real_o2 + qw_real_o3 + qw_real_o4 | |
| qw_imag = qw_imag_o1 + qw_imag_o2 + qw_imag_o3 + qw_imag_o4 | |
| return qw_real, qw_imag | |
| def backward(ctx, grad_real, grad_imag): | |
| return grad_real, grad_imag | |