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Add ipndm_v sampler, works best with the exponential scheduler.
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@ -882,3 +882,66 @@ def sample_ipndm(model, x, sigmas, extra_args=None, callback=None, disable=None,
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buffer_model.append(d_cur)
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return x_next
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#From https://github.com/zju-pi/diff-sampler/blob/main/diff-solvers-main/solvers.py
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#under Apache 2 license
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def sample_ipndm_v(model, x, sigmas, extra_args=None, callback=None, disable=None, max_order=4):
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extra_args = {} if extra_args is None else extra_args
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s_in = x.new_ones([x.shape[0]])
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x_next = x
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t_steps = sigmas
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buffer_model = []
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for i in trange(len(sigmas) - 1, disable=disable):
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t_cur = sigmas[i]
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t_next = sigmas[i + 1]
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x_cur = x_next
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denoised = model(x_cur, t_cur * s_in, **extra_args)
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if callback is not None:
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callback({'x': x, 'i': i, 'sigma': sigmas[i], 'sigma_hat': sigmas[i], 'denoised': denoised})
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d_cur = (x_cur - denoised) / t_cur
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order = min(max_order, i+1)
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if order == 1: # First Euler step.
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x_next = x_cur + (t_next - t_cur) * d_cur
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elif order == 2: # Use one history point.
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h_n = (t_next - t_cur)
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h_n_1 = (t_cur - t_steps[i-1])
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coeff1 = (2 + (h_n / h_n_1)) / 2
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coeff2 = -(h_n / h_n_1) / 2
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x_next = x_cur + (t_next - t_cur) * (coeff1 * d_cur + coeff2 * buffer_model[-1])
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elif order == 3: # Use two history points.
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h_n = (t_next - t_cur)
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h_n_1 = (t_cur - t_steps[i-1])
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h_n_2 = (t_steps[i-1] - t_steps[i-2])
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temp = (1 - h_n / (3 * (h_n + h_n_1)) * (h_n * (h_n + h_n_1)) / (h_n_1 * (h_n_1 + h_n_2))) / 2
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coeff1 = (2 + (h_n / h_n_1)) / 2 + temp
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coeff2 = -(h_n / h_n_1) / 2 - (1 + h_n_1 / h_n_2) * temp
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coeff3 = temp * h_n_1 / h_n_2
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x_next = x_cur + (t_next - t_cur) * (coeff1 * d_cur + coeff2 * buffer_model[-1] + coeff3 * buffer_model[-2])
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elif order == 4: # Use three history points.
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h_n = (t_next - t_cur)
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h_n_1 = (t_cur - t_steps[i-1])
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h_n_2 = (t_steps[i-1] - t_steps[i-2])
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h_n_3 = (t_steps[i-2] - t_steps[i-3])
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temp1 = (1 - h_n / (3 * (h_n + h_n_1)) * (h_n * (h_n + h_n_1)) / (h_n_1 * (h_n_1 + h_n_2))) / 2
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temp2 = ((1 - h_n / (3 * (h_n + h_n_1))) / 2 + (1 - h_n / (2 * (h_n + h_n_1))) * h_n / (6 * (h_n + h_n_1 + h_n_2))) \
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* (h_n * (h_n + h_n_1) * (h_n + h_n_1 + h_n_2)) / (h_n_1 * (h_n_1 + h_n_2) * (h_n_1 + h_n_2 + h_n_3))
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coeff1 = (2 + (h_n / h_n_1)) / 2 + temp1 + temp2
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coeff2 = -(h_n / h_n_1) / 2 - (1 + h_n_1 / h_n_2) * temp1 - (1 + (h_n_1 / h_n_2) + (h_n_1 * (h_n_1 + h_n_2) / (h_n_2 * (h_n_2 + h_n_3)))) * temp2
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coeff3 = temp1 * h_n_1 / h_n_2 + ((h_n_1 / h_n_2) + (h_n_1 * (h_n_1 + h_n_2) / (h_n_2 * (h_n_2 + h_n_3))) * (1 + h_n_2 / h_n_3)) * temp2
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coeff4 = -temp2 * (h_n_1 * (h_n_1 + h_n_2) / (h_n_2 * (h_n_2 + h_n_3))) * h_n_1 / h_n_2
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x_next = x_cur + (t_next - t_cur) * (coeff1 * d_cur + coeff2 * buffer_model[-1] + coeff3 * buffer_model[-2] + coeff4 * buffer_model[-3])
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if len(buffer_model) == max_order - 1:
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for k in range(max_order - 2):
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buffer_model[k] = buffer_model[k+1]
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buffer_model[-1] = d_cur.detach()
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else:
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buffer_model.append(d_cur.detach())
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return x_next
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@ -540,7 +540,7 @@ class Sampler:
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KSAMPLER_NAMES = ["euler", "euler_ancestral", "heun", "heunpp2","dpm_2", "dpm_2_ancestral",
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"lms", "dpm_fast", "dpm_adaptive", "dpmpp_2s_ancestral", "dpmpp_sde", "dpmpp_sde_gpu",
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"dpmpp_2m", "dpmpp_2m_sde", "dpmpp_2m_sde_gpu", "dpmpp_3m_sde", "dpmpp_3m_sde_gpu", "ddpm", "lcm",
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"ipndm"]
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"ipndm", "ipndm_v"]
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class KSAMPLER(Sampler):
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def __init__(self, sampler_function, extra_options={}, inpaint_options={}):
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