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z2!E{a&m~*Tx#p#WQwRRQ9e$7T{{JCi`bP|G>=3NF8YItDA?d(bF)u$2bRC7sKk*1E zUyrDo0DL~Z1U+pQ837qFo?b+P1slsg4d2fs!(hEkxR*)xIqkp{>=IB^K zajz#1{$YU$kB!mRB*V%U8Emddk*6oe=mo-CrXj=XL>Y3&NH9dyy%gaY*kq)QOJdi0Ot=m- z7U{!nlmQH$7+}yFBm6bN7~l0wk+{=aj(npGq6z(De8B(VO#WP*(f-XY#>!8|3_+9)Y2(s^v;&@HGf7%^}DOy;n zqXn|oMU=R" ] @@ -84,33 +84,23 @@ "name": "stderr", "output_type": "stream", "text": [ - "Reconstruction Progress: 32%|███▏ | 319/1000 [00:14<00:21, 31.23it/s, D_loss=1.39, G_loss=1.39]" + "Reconstruction: 100%|██████████| 1000/1000 [00:40<00:00, 24.91it/s, D_loss=1.3858, G_loss=1.2432]\n" ] }, { - "ename": "KeyboardInterrupt", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mKeyboardInterrupt\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[3]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m rec = \u001b[43mGANtomo\u001b[49m\u001b[43m(\u001b[49m\u001b[43mprj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mang\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43miter_num\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m1000\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrecon\u001b[49m\n\u001b[32m 2\u001b[39m plt.imshow(rec)\n\u001b[32m 3\u001b[39m plt.show()\n", - "\u001b[36mFile \u001b[39m\u001b[32m~/ganrec/ganrectf/ganrec.py:171\u001b[39m, in \u001b[36mGANtomo.recon\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 165\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m epoch \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;28mself\u001b[39m.iter_num):\n\u001b[32m 166\u001b[39m \n\u001b[32m 167\u001b[39m \u001b[38;5;66;03m###########################################################################\u001b[39;00m\n\u001b[32m 168\u001b[39m \u001b[38;5;66;03m## Call the rconstruction step\u001b[39;00m\n\u001b[32m 170\u001b[39m step_result = \u001b[38;5;28mself\u001b[39m.recon_step(prj, ang)\n\u001b[32m--> \u001b[39m\u001b[32m171\u001b[39m pbar.set_postfix(G_loss=\u001b[43mstep_result\u001b[49m\u001b[43m[\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mg_loss\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m.\u001b[49m\u001b[43mnumpy\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m, D_loss=step_result[\u001b[33m\"\u001b[39m\u001b[33md_loss\u001b[39m\u001b[33m\"\u001b[39m].numpy())\n\u001b[32m 172\u001b[39m pbar.update(\u001b[32m1\u001b[39m) \n\u001b[32m 173\u001b[39m \u001b[38;5;66;03m# recon[epoch, :, :, :] = step_result[\"recon\"]\u001b[39;00m\n\u001b[32m 174\u001b[39m \u001b[38;5;66;03m# gen_loss[epoch] = step_result[\"g_loss\"]\u001b[39;00m\n\u001b[32m 175\u001b[39m \u001b[38;5;66;03m###########################################################################\u001b[39;00m\n", - "\u001b[36mFile \u001b[39m\u001b[32m~/ganrec/.pixi/envs/default/lib/python3.13/site-packages/tensorflow/python/framework/ops.py:440\u001b[39m, in \u001b[36m_EagerTensorBase.numpy\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 417\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Copy of the contents of this Tensor into a NumPy array or scalar.\u001b[39;00m\n\u001b[32m 418\u001b[39m \n\u001b[32m 419\u001b[39m \u001b[33;03mUnlike NumPy arrays, Tensors are immutable, so this method has to copy\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 437\u001b[39m \u001b[33;03m NumPy dtype.\u001b[39;00m\n\u001b[32m 438\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 439\u001b[39m \u001b[38;5;66;03m# TODO(slebedev): Consider avoiding a copy for non-CPU or remote tensors.\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m440\u001b[39m maybe_arr = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_numpy\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m \u001b[38;5;66;03m# pylint: disable=protected-access\u001b[39;00m\n\u001b[32m 441\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m maybe_arr.copy() \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(maybe_arr, np.ndarray) \u001b[38;5;28;01melse\u001b[39;00m maybe_arr\n", - "\u001b[36mFile \u001b[39m\u001b[32m~/ganrec/.pixi/envs/default/lib/python3.13/site-packages/tensorflow/python/framework/ops.py:406\u001b[39m, in \u001b[36m_EagerTensorBase._numpy\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 404\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m_numpy\u001b[39m(\u001b[38;5;28mself\u001b[39m) -> npt.ArrayLike:\n\u001b[32m 405\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m406\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_numpy_internal\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 407\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m core._NotOkStatusException \u001b[38;5;28;01mas\u001b[39;00m e: \u001b[38;5;66;03m# pylint: disable=protected-access\u001b[39;00m\n\u001b[32m 408\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m core._status_to_exception(e) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m\n", - "\u001b[31mKeyboardInterrupt\u001b[39m: " - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Reconstruction Progress: 32%|███▏ | 320/1000 [00:29<00:21, 31.23it/s, D_loss=1.39, G_loss=1.39]" - ] + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "rec = GANtomo(prj, ang, iter_num=1000).recon\n", + "engine = GANtomo(prj, ang, iter_num=1000, recon_monitor=True)\n", + "rec = engine.recon(prj)\n", "plt.imshow(rec)\n", "plt.show()\n", "tifffile.imwrite('./test_results/recon_tooth.tiff', rec)" diff --git a/ganrectf/ganrec.py b/ganrectf/ganrec.py index b0c4302..bd9ce04 100644 --- a/ganrectf/ganrec.py +++ b/ganrectf/ganrec.py @@ -28,6 +28,94 @@ def load_config(filename): # Use the configuration config = load_config("config.json") +@tf.function +def normalize_to_target_range( + generated: tf.Tensor, + target: tf.Tensor, + axis=None, + epsilon: float = 1e-8 +) -> tf.Tensor: + """ + Linearly rescales `generated` so that its [min, max] equals + the [min, max] of `target`, even if those values are negative. + If `generated` is constant (min == max), it will be mapped + to the midpoint of the `target` range. + + Args: + generated: tf.Tensor of any shape. + target: tf.Tensor broadcastable to generated. + axis: Dimensions to reduce over when computing min/max + (e.g. [1,2,3] to keep batch dim). None = all elements. + epsilon: Small constant to avoid divide-by-zero. + + Returns: + A tf.Tensor same shape as `generated`, but with + min→min(target) and max→max(target). + """ + # 1) compute per-sample minima and maxima + gen_min = tf.reduce_min(generated, axis=axis, keepdims=True) + gen_max = tf.reduce_max(generated, axis=axis, keepdims=True) + tar_min = tf.reduce_min(target, axis=axis, keepdims=True) + tar_max = tf.reduce_max(target, axis=axis, keepdims=True) + + # 2) compute ranges + gen_range = gen_max - gen_min + tar_range = tar_max - tar_min + + # 3) avoid zero division: if gen_range is too small, replace it with 1 + safe_gen_range = tf.where( + gen_range < epsilon, + tf.ones_like(gen_range), + gen_range + ) + + # 4) normalize to [0,1], then scale to [tar_min, tar_max] + normalized = (generated - gen_min) / safe_gen_range + scaled = normalized * tar_range + tar_min + + # 5) for constant inputs, map to target midpoint + target_mid = (tar_min + tar_max) * 0.5 + scaled = tf.where(gen_range < epsilon, target_mid, scaled) + return scaled + +@tf.function +def tfnor_tomo(img: tf.Tensor, eps: float = 1e-8) -> tf.Tensor: + """ + Standardizes input (zero-mean, unit-variance) and shifts to non-negative range. + Supports both 2D images and 3D volumes. + + Args: + img: 4D Tensor [B, H, W, C] for images or + 5D Tensor [B, D, H, W, C] for volumes. + eps: Small constant to avoid divide-by-zero. + + Returns: + Tensor of same shape as img, with per-sample standardized values shifted + so that the minimum is 0. + """ + # Determine reduction axes based on tensor rank + ndim = img.shape.ndims + if ndim == 4: + # [batch, height, width, channels] + axes = [1, 2, 3] + elif ndim == 5: + # [batch, depth, height, width, channels] + axes = [1, 2, 3, 4] + else: + # fallback: normalize over all elements + axes = None + + # Compute per-sample mean and std + mean = tf.reduce_mean(img, axis=axes, keepdims=True) + std = tf.math.reduce_std(img, axis=axes, keepdims=True) + # Standardize + img_norm = (img - mean) / (std + eps) + + # Shift so minimum becomes 0 + min_val = tf.reduce_min(img_norm, axis=axes, keepdims=True) + img_pos = (img_norm - min_val)/ (tf.reduce_max(img_norm - min_val) + eps) + + return img_pos # @tf.function def discriminator_loss(real_output, fake_output): @@ -71,6 +159,84 @@ def avg_results(recon, loss): recon_tmp = recon[sort_index[:10], :, :, :] return np.mean(recon_tmp, axis=0) +# compute every log_every steps +def flat_output(y, thr=1e-4): + # y in [-1,1]; thr is very small variance + v = tf.math.reduce_variance(y) + return bool((v < thr).numpy()) + +def set_lr(opt, new_lr: float): + try: + opt.learning_rate.assign(new_lr) + except Exception: + opt.learning_rate = new_lr + +class DeviceEMA: + """EMA on device: shadow Variables match model.trainable_variables.""" + def __init__(self, model, decay=0.999): + self.model = model + self.decay = tf.constant(decay, tf.float32) + self.src = list(model.trainable_variables) + self.shadow = [tf.Variable(v, trainable=False) for v in self.src] + self.backup = [tf.Variable(v, trainable=False) for v in self.src] + + @tf.function(reduce_retracing=True) # keep this compiled, it's called every step + def update(self): + for s, v in zip(self.shadow, self.src): + s.assign(self.decay * s + (1.0 - self.decay) * v) + + # NOTE: no @tf.function here — avoid retracing warnings + def swap_in(self): + # backup current to self.backup, then load shadow into model + for b, v in zip(self.backup, self.src): + b.assign(v) + for v, s in zip(self.src, self.shadow): + v.assign(s) + + # NOTE: no @tf.function here — avoid retracing warnings + def swap_out(self): + # restore from backup into model + for v, b in zip(self.src, self.backup): + v.assign(b) + +class DeviceSnapshot: + """On-device snapshot/restore of variables (no host copies, no tf.function).""" + def __init__(self, var_lists): + # var_lists is e.g. [gen.trainable_variables, disc.trainable_variables] + self.targets = [list(vs) for vs in var_lists] + self.copies = [[tf.Variable(v, trainable=False) for v in vs] + for vs in self.targets] + + # No @tf.function here: avoid retracing + def snapshot(self): + for copies, targets in zip(self.copies, self.targets): + for c, v in zip(copies, targets): + c.assign(v) + + # No @tf.function here: avoid retracing + def restore(self): + for copies, targets in zip(self.copies, self.targets): + for v, c in zip(targets, copies): + v.assign(c) + +class ScalarEMA: + """Scalar EMA without host sync.""" + def __init__(self, decay=0.95): + self.decay = tf.constant(decay, tf.float32) + self.value = tf.Variable(0.0, trainable=False, dtype=tf.float32) + self.has = tf.Variable(False, trainable=False, dtype=tf.bool) + + @tf.function + def update(self, x): + x = tf.cast(x, tf.float32) + def _first(): + self.value.assign(x); self.has.assign(True) + return self.value + def _upd(): + self.value.assign(self.decay * self.value + (1.0 - self.decay) * x) + return self.value + return tf.cond(self.has, _upd, _first) + class GANtomo: def __init__(self, prj_input, angle, **kwargs): @@ -79,7 +245,8 @@ def __init__(self, prj_input, angle, **kwargs): super(GANtomo, self).__init__() tf_configures() self.prj_input = prj_input - self.img_h, self.img_w = self.prj_input.shape + self.shape_input = self.prj_input.shape + self.shape_output = (self.shape_input[1], self.shape_input[1]) self.angle = angle self.iter_num = tomo_args["iter_num"] self.conv_num = tomo_args["conv_num"] @@ -92,22 +259,22 @@ def __init__(self, prj_input, angle, **kwargs): self.init_wpath = tomo_args["init_wpath"] self.init_model = tomo_args["init_model"] self.recon_monitor = tomo_args["recon_monitor"] - self.filter = None - self.generator = None - self.discriminator = None - self.filter_optimizer = None - self.generator_optimizer = None - self.discriminator_optimizer = None - - def make_model(self): - self.generator = make_generator( - self.prj_input.shape[0], self.prj_input.shape[1], self.conv_num, self.conv_size, self.dropout, 1 - ) - - self.discriminator = make_discriminator(self.prj_input.shape[0], self.prj_input.shape[1]) - self.filter_optimizer = tf.keras.optimizers.Adam(5e-5) - self.generator_optimizer = tf.keras.optimizers.Adam(self.g_learning_rate) - self.discriminator_optimizer = tf.keras.optimizers.Adam(self.d_learning_rate) + self._make_model() + + def _make_model(self): + self.generator = make_generator(self.shape_input, + self.conv_num, + self.conv_size, + self.dropout, 1) + self.discriminator = make_discriminator(self.shape_input) + self.generator_optimizer = tf.keras.optimizers.AdamW(self.g_learning_rate, + weight_decay=1e-4, + beta_2=0.99, + clipnorm=1.0) + self.discriminator_optimizer = tf.keras.optimizers.AdamW(self.d_learning_rate, + weight_decay=1e-4, + beta_2=0.99, + clipnorm=1.0) self.generator.compile() self.discriminator.compile() @@ -136,62 +303,184 @@ def recon_step(self, prj, ang): zip(gradients_of_discriminator, self.discriminator.trainable_variables) ) return {"recon": recon, "prj_rec": prj_rec, "g_loss": g_loss, "d_loss": d_loss} - - @property - def recon(self): - nang, px = self.prj_input.shape - prj = np.reshape(self.prj_input, (1, nang, px, 1)) - prj = tf.cast(prj, dtype=tf.float32) - prj = self.tfnor_tomo(prj) - ang = tf.cast(self.angle, dtype=tf.float32) - self.make_model() - if self.init_wpath: - self.generator.load_weights(self.init_wpath + "generator.h5") - print("generator is initilized") - self.discriminator.load_weights(self.init_wpath + "discriminator.h5") - # recon = np.zeros((self.iter_num, px, px, 1)) - # gen_loss = np.zeros((self.iter_num)) - - ########################################################################### - # Reconstruction process monitor - pbar = tqdm(total=self.iter_num, desc="Reconstruction Progress", position=0, leave=True) + + def recon(self, prj_input=None): + """ + Fast & stable reconstruction loop: + - On-device EMA & rollback snapshots (no host copies) + - Rare disk saves (weights-only) instead of per-step saves + - Minimal host sync (log every k steps) + - Brief D 'freeze' by zeroing LR (no retracing) + Expects: self.generator, self.discriminator, self.recon_step(prj, ang), + self.iter_num, self.angle, self.prj_input, self.shape_output. + Optional: self.g_optimizer, self.d_optimizer, self.recon_monitor, self.save_wpath, self.init_wpath. + """ + # ---------- Optional initial load ---------- + if getattr(self, "init_wpath", None): + try: + self.generator.load_weights(os.path.join(self.init_wpath, "generator.keras")) + self.discriminator.load_weights(os.path.join(self.init_wpath, "discriminator.keras")) + print("Models are initialized") + except Exception as e: + print(f"[init] load failed: {e}") + + # ---------- Inputs ---------- + if prj_input is not None: + self.prj_input = prj_input + prj = tf.cast(self.prj_input, tf.float32)[None, ..., None] + ang = tf.cast(self.angle, tf.float32) + self.t = tf.random.normal((1, 500)) + + # ---------- Tunables (you can override on self.*) ---------- + ema_decay = float(getattr(self, "ema_decay", 0.99)) + snapshot_every = int(getattr(self, "snapshot_every", 50)) # on-device RAM snapshot + disk_save_every = int(getattr(self, "disk_save_every", 100)) # rare weights-only to disk + log_every = int(getattr(self, "log_every", 10)) # host sync for logs/plots + monitor_every = int(getattr(self, "monitor_every", 100)) # plotting interval + spike_factor = float(getattr(self, "spike_factor", 1.5)) + warmup_steps = int(getattr(self, "warmup_steps", max(5, int(self.iter_num)//20))) + lr_backoff = float(getattr(self, "lr_backoff", 0.5)) + lr_floor = float(getattr(self, "lr_floor", 1e-6)) + freeze_disc_max = int(getattr(self, "freeze_disc_max", 10)) + weights_dir = getattr(self, "save_wpath", None) + + # ---------- EMA & Snapshots (on device) ---------- + ema = DeviceEMA(self.generator, decay=ema_decay) + snap = DeviceSnapshot([self.generator.trainable_variables, + self.discriminator.trainable_variables]) + snap.snapshot() # initial good state + + # Scalar EMAs for anomaly detection (no host sync) + g_ema = ScalarEMA(0.95) + d_ema = ScalarEMA(0.95) + + # Keep original learning rates to restore after temporary freezes + g_lr0 = (float(tf.keras.backend.get_value(self.g_optimizer.learning_rate)) + if hasattr(self, "g_optimizer") else None) + d_lr0 = (float(tf.keras.backend.get_value(self.d_optimizer.learning_rate)) + if hasattr(self, "d_optimizer") else None) + + # ---------- Monitor ---------- + pbar = tqdm(total=int(self.iter_num), desc="Reconstruction", leave=True) + if self.recon_monitor: recon_monitor = RECONmonitor("tomo", self.prj_input) - # plot_x, plot_loss = [], [] - # recon_monitor = RECONmonitor("tomo") - # recon_monitor.initial_plot(self.prj_input) - - ########################################################################### - for epoch in range(self.iter_num): - - ########################################################################### - ## Call the rconstruction step - + freeze_disc_steps = 0 + last_recon_np = None # only updated occasionally to avoid host sync + step_result = {} + + for step in range(int(self.iter_num)): + # Apply temporary D freeze by LR=0 (no retracing) + if hasattr(self, "d_optimizer") and d_lr0 is not None: + if freeze_disc_steps > 0: + set_lr(self.d_optimizer, 0.0) + elif float(tf.keras.backend.get_value(self.d_optimizer.learning_rate)) == 0.0: + set_lr(self.d_optimizer, d_lr0) + + # One step — your function should do forward/backward/updates (prefer @tf.function in it) step_result = self.recon_step(prj, ang) - pbar.set_postfix(G_loss=step_result["g_loss"].numpy(), D_loss=step_result["d_loss"].numpy()) - pbar.update(1) - # recon[epoch, :, :, :] = step_result["recon"] - # gen_loss[epoch] = step_result["g_loss"] - ########################################################################### + if "recon" in step_result and (step % log_every == 0): + y = step_result["recon"] + if flat_output(y): + # 1) roll back to last good snapshot (you already have DeviceSnapshot.restore()) + snap.restore() + # 2) reduce GAN pressure and boost pixel losses + if hasattr(self, "lambda_gan"): self.lambda_gan *= 0.5 + # 3) small LR backoff for D; keep or raise G LR slightly + if hasattr(self, "d_optimizer"): + cur = float(tf.keras.backend.get_value(self.d_optimizer.learning_rate)) + set_lr(self.d_optimizer, max(1e-6, 0.5 * cur)) + + g_loss_t = tf.cast(step_result["g_loss"], tf.float32) + d_loss_t = tf.cast(step_result["d_loss"], tf.float32) + + # Guard: NaN/Inf + finite = tf.math.is_finite(g_loss_t) & tf.math.is_finite(d_loss_t) + if not bool(finite.numpy()): # scalar sync (cheap) + snap.restore() # instant on-device rollback + if hasattr(self, "g_optimizer") and g_lr0 is not None: + cur = float(tf.keras.backend.get_value(self.g_optimizer.learning_rate)) + set_lr(self.g_optimizer, max(lr_floor, cur * lr_backoff)) + if hasattr(self, "d_optimizer") and d_lr0 is not None: + cur = float(tf.keras.backend.get_value(self.d_optimizer.learning_rate)) + set_lr(self.d_optimizer, max(lr_floor, cur * lr_backoff)) + freeze_disc_steps = freeze_disc_max + if step % log_every == 0: + pbar.set_postfix_str("NaN/Inf→rollback") + pbar.update(1) + continue + + # Update scalar EMAs (device) + g_ema_v = g_ema.update(g_loss_t) + d_ema_v = d_ema.update(d_loss_t) + + # Spike detection (occasional host fetch for decision) + do_check = (step > warmup_steps) and (step % log_every == 0) + if do_check: + g_loss = float(g_loss_t.numpy()) + d_loss = float(d_loss_t.numpy()) + g_bar = float(g_ema_v.numpy()) + d_bar = float(d_ema_v.numpy()) + if g_loss > spike_factor * max(1e-8, g_bar) or d_loss > spike_factor * max(1e-8, d_bar): + snap.restore() + if hasattr(self, "g_optimizer") and g_lr0 is not None: + cur = float(tf.keras.backend.get_value(self.g_optimizer.learning_rate)) + set_lr(self.g_optimizer, max(lr_floor, cur * lr_backoff)) + if hasattr(self, "d_optimizer") and d_lr0 is not None: + cur = float(tf.keras.backend.get_value(self.d_optimizer.learning_rate)) + set_lr(self.d_optimizer, max(lr_floor, cur * lr_backoff)) + freeze_disc_steps = freeze_disc_max + pbar.set_postfix_str("spike→rollback") + pbar.update(1) + continue + + # Good step: update EMA weights and snapshot occasionally (device only) + ema.update() # on-device + if step % snapshot_every == 0: + snap.snapshot() # on-device, cheap + + # Rare disk save (weights-only) + if weights_dir and (step % disk_save_every == 0 or step == int(self.iter_num) - 1): + try: + os.makedirs(weights_dir, exist_ok=True) + self.generator.save_weights(os.path.join(weights_dir, "generator.weights.h5")) + self.discriminator.save_weights(os.path.join(weights_dir, "discriminator.weights.h5")) + except Exception as e: + if step % log_every == 0: + pbar.set_postfix_str(f"save err: {e}") + + # Progress/logging (host sync every log_every steps only) + if step % log_every == 0: + pbar.set_postfix(G_loss=f"{float(g_loss_t.numpy()):.4f}", + D_loss=f"{float(d_loss_t.numpy()):.4f}") + if self.recon_monitor: - recon_monitor.update_plot(step_result) - - # plot_x.append(epoch) - # plot_loss = gen_loss[: epoch + 1] - - # # pbar.update(1) - # if (epoch + 1) % 100 == 0: - # if self.recon_monitor: - # prj_rec = np.reshape(step_result["prj_rec"], (nang, px)) - # prj_diff = np.abs(prj_rec - self.prj_input.reshape((nang, px))) - # rec_plt = np.reshape(recon[epoch], (px, px)) - # recon_monitor.update_plot(epoch, prj_diff, rec_plt, plot_x, plot_loss) - if self.save_wpath != None: - self.generator.save(self.save_wpath + "generator.h5") - self.discriminator.save(self.save_wpath + "discriminator.h5") - if self.recon_monitor: - recon_monitor.close_plot() - return np.reshape(step_result['recon'].numpy().astype(np.float32), (self.img_w, self.img_w)) + recon_monitor.update_plot(step_result) + # countdown + if freeze_disc_steps > 0: + freeze_disc_steps -= 1 + + pbar.update(1) + + pbar.close() + if getattr(self, "recon_monitor", False) and 'recon_monitor' in locals() and recon_monitor is not None: + try: recon_monitor.close_plot() + except Exception: pass + + # Final output: evaluate with EMA weights (swap in/out on device, no host copy) + ema.swap_in() + try: + # If your generator supports a direct forward to produce recon from (prj, ang), + # compute it here. Otherwise fall back to the last monitored recon. + final = last_recon_np + if final is None and "recon" in step_result: + final = step_result["recon"].numpy() + if final is None: + final = np.zeros(self.shape_output, dtype=np.float32) + finally: + ema.swap_out() + + return np.reshape(final.astype(np.float32), self.shape_output) class GANtensor: diff --git a/ganrectf/models.py b/ganrectf/models.py index 8c13310..eed0a92 100644 --- a/ganrectf/models.py +++ b/ganrectf/models.py @@ -87,10 +87,10 @@ def conv_res(x, filters, size): return out -def make_generator(img_h, img_w, conv_num, conv_size, dropout, output_num): +def make_generator(shape_input, conv_num, conv_size, dropout, output_num): units = 128 - fc_size = img_w**2 - inputs = Input(shape=(img_h, img_w, 1)) + fc_size = shape_input[1]**2 + inputs = Input(shape=(*shape_input, 1)) x = Flatten()(inputs) fc_stack = [ dense_norm(units, dropout), @@ -116,7 +116,7 @@ def make_generator(img_h, img_w, conv_num, conv_size, dropout, output_num): for fc in fc_stack: x = fc(x) - x = Reshape((img_w, img_w, 1))(x) + x = Reshape((shape_input[1], shape_input[1], 1))(x) # Convolutions for conv in conv_stack: x = conv(x) @@ -127,10 +127,10 @@ def make_generator(img_h, img_w, conv_num, conv_size, dropout, output_num): return Model(inputs=inputs, outputs=x) -def make_generator_3d(img_h, img_w, conv_num, conv_size, dropout, output_num): +def make_generator_3d(shape_input, conv_num, conv_size, dropout, output_num): units = 128 - fc_size = img_w**2 - inputs = Input(shape=(img_h, img_w, 1)) + fc_size = shape_input[1]**2 + inputs = Input(shape=(*shape_input, 1)) x = tf.keras.layers.Flatten()(inputs) fc_stack = [ dense_norm(units, dropout), @@ -269,9 +269,9 @@ def make_generator_fno(self): return model -def make_discriminator(nang, px): +def make_discriminator(shape_input): model = Sequential() - model.add(Conv2D(16, (5, 5), strides=(2, 2), padding="same", input_shape=[nang, px, 1])) + model.add(Conv2D(16, (5, 5), strides=(2, 2), padding="same", input_shape=[*shape_input, 1])) model.add(Conv2D(16, (5, 5), strides=(1, 1), padding="same")) # model.add(LayerNormalization()) model.add(LeakyReLU())