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from plyfile import PlyData, PlyElement
from sklearn.cluster import AgglomerativeClustering
from sklearn.neighbors import NearestNeighbors
from scipy.spatial.transform import Rotation as R
from scipy.sparse import csr_matrix
from scipy.sparse.csgraph import connected_components
import os
import json
# ============================================================
# Merge 相关函数
# ============================================================
def read_ply(ply_path):
plydata = PlyData.read(ply_path)
vertex = plydata['vertex']
positions = np.stack([vertex['x'], vertex['y'], vertex['z']], axis=1)
opacities = vertex['opacity'][:, np.newaxis]
scales = np.stack([vertex['scale_0'], vertex['scale_1'], vertex['scale_2']], axis=1)
rotations = np.stack([vertex['rot_0'], vertex['rot_1'], vertex['rot_2'], vertex['rot_3']], axis=1)
filter_3D = np.stack([vertex['filter_3D']], axis=1)
dc = np.stack([vertex['f_dc_0'], vertex['f_dc_1'], vertex['f_dc_2']], axis=1)
sh_keys = [key for key in vertex.data.dtype.names if key.startswith('f_rest_')]
sh_rest = np.stack([vertex[key] for key in sh_keys], axis=1) if sh_keys else None
# point_id:每个点的唯一标识,原始PLY没有该字段时自动生成 0~N-1
if 'point_id' in vertex.data.dtype.names:
point_ids = vertex['point_id'].astype(np.int64)
else:
point_ids = np.arange(len(positions), dtype=np.int64)
return {
'positions': positions, 'opacities': opacities, 'scales': scales,
'rotations': rotations, 'dc': dc, 'sh_rest': sh_rest,
'plydata': plydata, 'filter_3D': filter_3D,
'point_ids': point_ids, # shape (N,),每个点的唯一ID
}
def quaternion_to_rotation_matrix(q):
try:
rot = R.from_quat(q)
except:
rot = R.from_quat([q[1], q[2], q[3], q[0]])
return rot.as_matrix()
def compute_covariance(rotation, scale_log):
R_mat = quaternion_to_rotation_matrix(rotation)
scale_actual = np.exp(scale_log)
S_mat = np.diag(scale_actual)
return R_mat @ S_mat @ S_mat.T @ R_mat.T
def covariance_to_rotation_scale(cov):
eigenvalues, eigenvectors = np.linalg.eigh(cov)
eigenvalues = np.maximum(eigenvalues, 1e-7)
scale = np.sqrt(eigenvalues)
if np.linalg.det(eigenvectors) < 0:
eigenvectors[:, 0] *= -1
rotation = R.from_matrix(eigenvectors).as_quat() # [x,y,z,w]
return rotation, scale
def dc_to_rgb(dc):
C0 = 0.28209479177387814
return np.clip(dc * C0 + 0.5, 0, 1)
def build_octree(positions, max_points=5000):
cells = []
def subdivide(indices, bbox_min, bbox_max, depth=0):
if len(indices) <= max_points or depth > 10:
cells.append({'indices': indices, 'bbox_min': bbox_min, 'bbox_max': bbox_max})
return
center = (bbox_min + bbox_max) / 2
for i in range(8):
sub_min = np.array([
center[0] if (i & 1) else bbox_min[0],
center[1] if (i >> 1 & 1) else bbox_min[1],
center[2] if (i >> 2 & 1) else bbox_min[2],
])
sub_max = np.array([
bbox_max[0] if (i & 1) else center[0],
bbox_max[1] if (i >> 1 & 1) else center[1],
bbox_max[2] if (i >> 2 & 1) else center[2],
])
mask = np.all((positions[indices] >= sub_min) & (positions[indices] < sub_max), axis=1)
sub_indices = indices[mask]
if len(sub_indices) > 0:
subdivide(sub_indices, sub_min, sub_max, depth + 1)
subdivide(np.arange(len(positions)), positions.min(axis=0), positions.max(axis=0))
return cells
def build_knn_connectivity_graph(positions, k=10):
n_points = len(positions)
nbrs = NearestNeighbors(n_neighbors=min(k+1, n_points), algorithm='kd_tree').fit(positions)
_, indices = nbrs.kneighbors(positions)
rows, cols = [], []
for i in range(n_points):
for j in range(1, len(indices[i])):
rows += [i, indices[i][j]]
cols += [indices[i][j], i]
return csr_matrix((np.ones(len(rows)), (rows, cols)), shape=(n_points, n_points))
def get_connected_clusters(labels, connectivity_matrix):
refined_labels = labels.copy()
next_label = labels.max() + 1
for cluster_id in np.unique(labels):
cluster_indices = np.where(labels == cluster_id)[0]
if len(cluster_indices) <= 1:
continue
subgraph = connectivity_matrix[cluster_indices, :][:, cluster_indices]
n_components, component_labels = connected_components(subgraph, directed=False, return_labels=True)
if n_components > 1:
for comp_id in range(1, n_components):
refined_labels[cluster_indices[component_labels == comp_id]] = next_label
next_label += 1
return refined_labels
def cluster_and_merge_cell(data, cell_indices, bbox_min, bbox_max,
k_neighbors=5, spread_factor=0.01,
aspect_ratio_threshold=5.0, compress_ratio=4,
id_counter=None):
"""
对单个 cell 内的点进行聚类和合并。
id_counter: 一个长度为1的列表 [int],用于跨cell生成全局唯一的新point_id。
每产生一个合并点就将其自增1。
返回:
merged_data : 合并后各属性(含 point_ids 字段)
cell_lineage : dict { child_id(int): [parent_id(int), ...] }
"""
if len(cell_indices) < 4:
return None, None
n_clusters = max(1, len(cell_indices) // compress_ratio)
cell_positions = data['positions'][cell_indices]
cell_dc = data['dc'][cell_indices]
cell_opacities = data['opacities'][cell_indices]
cell_scales = data['scales'][cell_indices]
cell_rotations = data['rotations'][cell_indices]
cell_filter_3D = data['filter_3D'][cell_indices]
cell_point_ids = data['point_ids'][cell_indices] # 父节点的 point_id
connectivity_matrix = build_knn_connectivity_graph(cell_positions, k=k_neighbors)
cell_size = np.maximum(bbox_max - bbox_min, 1e-6)
norm_positions = (cell_positions - bbox_min) / cell_size
rgb = dc_to_rgb(cell_dc)
features = np.concatenate([norm_positions * np.sqrt(0.8), rgb * np.sqrt(0.2)], axis=1)
labels = AgglomerativeClustering(n_clusters=n_clusters, linkage='ward').fit_predict(features)
refined_labels = get_connected_clusters(labels, connectivity_matrix)
final_n_clusters = len(np.unique(refined_labels))
print(f" 原始簇数: {n_clusters}, 连通性约束后簇数: {final_n_clusters}")
merged_data = {
'positions': [], 'opacities': [], 'scales': [], 'rotations': [],
'dc': [], 'sh_rest': [] if data['sh_rest'] is not None else None,
'filter_3D': [], 'point_ids': []
}
# 族谱:{child_point_id: [parent_point_id, ...]}
cell_lineage = {}
for cluster_id in np.unique(refined_labels):
idx_in_cell = np.where(refined_labels == cluster_id)[0]
if len(idx_in_cell) == 0:
continue
# 父节点的 point_id(与顺序无关的唯一标识)
parent_ids = [int(x) for x in cell_point_ids[idx_in_cell]]
# 为本合并点分配新的唯一 point_id
child_id = int(id_counter[0])
id_counter[0] += 1
scale_actual = np.exp(cell_scales[idx_in_cell])
approx_volumes = np.prod(scale_actual, axis=1, keepdims=True)
actual_opacities = 1.0 / (1.0 + np.exp(-cell_opacities[idx_in_cell]))
weights = actual_opacities * approx_volumes
normalized_weights = weights / weights.sum()
merged_position = (cell_positions[idx_in_cell] * normalized_weights).sum(axis=0)
merged_dc = (cell_dc[idx_in_cell] * normalized_weights).sum(axis=0)
merged_filter_3D = (cell_filter_3D[idx_in_cell] * normalized_weights).sum(axis=0)
if data['sh_rest'] is not None:
merged_sh_rest = (data['sh_rest'][cell_indices][idx_in_cell] * normalized_weights).sum(axis=0)
covariances = np.array([compute_covariance(cell_rotations[i], cell_scales[i]) for i in idx_in_cell])
merged_cov = np.zeros((3, 3))
for i, orig_idx in enumerate(idx_in_cell):
diff = cell_positions[orig_idx] - merged_position
merged_cov += normalized_weights[i, 0] * (covariances[i] + spread_factor * np.outer(diff, diff))
merged_rotation, merged_scale = covariance_to_rotation_scale(merged_cov)
min_s = merged_scale.min()
if merged_scale.max() / (min_s + 1e-8) > aspect_ratio_threshold:
merged_scale = np.clip(merged_scale, None, min_s * aspect_ratio_threshold)
merged_opacity_actual = (cell_opacities[idx_in_cell] * normalized_weights).sum(axis=0)
merged_opacity_actual = np.clip(merged_opacity_actual, 1e-5, 1.0 - 1e-5)
merged_opacity = np.log(merged_opacity_actual / (1.0 - merged_opacity_actual))
merged_data['positions'].append(merged_position)
merged_data['opacities'].append(merged_opacity)
merged_data['scales'].append(merged_scale)
merged_data['rotations'].append(merged_rotation)
merged_data['dc'].append(merged_dc)
merged_data['point_ids'].append(child_id)
if data['sh_rest'] is not None:
merged_data['sh_rest'].append(merged_sh_rest)
merged_data['filter_3D'].append(merged_filter_3D)
# 族谱:child_id → parent_ids(均为 point_id,与顺序无关)
cell_lineage[child_id] = parent_ids
for key in merged_data:
if merged_data[key] is not None and len(merged_data[key]) > 0:
merged_data[key] = np.array(merged_data[key])
return merged_data, cell_lineage
def validate_data(merged_data):
print("\n" + "="*60 + "\n数据验证报告\n" + "="*60)
total = len(merged_data['positions'])
has_nan = np.zeros(total, dtype=bool)
has_inf = np.zeros(total, dtype=bool)
for key in ['positions', 'opacities', 'scales', 'rotations', 'dc']:
arr = merged_data[key]
if arr.ndim == 1:
has_nan |= np.isnan(arr)
has_inf |= np.isinf(arr)
else:
has_nan |= np.isnan(arr).any(axis=1)
has_inf |= np.isinf(arr).any(axis=1)
print(f"总点数: {total} NaN点: {has_nan.sum()} Inf点: {has_inf.sum()}")
print("="*60 + "\n")
return {'has_nan': has_nan.sum(), 'has_inf': has_inf.sum(), 'total': total}
def save_ply(merged_data, original_plydata, output_path):
n_points = len(merged_data['positions'])
dtype_list = [
('x','f4'),('y','f4'),('z','f4'),('opacity','f4'),
('scale_0','f4'),('scale_1','f4'),('scale_2','f4'),
('rot_0','f4'),('rot_1','f4'),('rot_2','f4'),('rot_3','f4'),
('f_dc_0','f4'),('f_dc_1','f4'),('f_dc_2','f4'),
('point_id', 'i8'), # 每个点的唯一ID,用于族谱对应,与顺序无关
]
n_sh = 0
if merged_data['sh_rest'] is not None:
n_sh = merged_data['sh_rest'].shape[1]
dtype_list += [(f'f_rest_{i}','f4') for i in range(n_sh)]
if merged_data.get('filter_3D') is not None:
dtype_list.append(('filter_3D','f4'))
vd = np.empty(n_points, dtype=dtype_list)
vd['x'] = merged_data['positions'][:,0]
vd['y'] = merged_data['positions'][:,1]
vd['z'] = merged_data['positions'][:,2]
vd['opacity'] = merged_data['opacities'].flatten()
vd['scale_0'] = np.log(merged_data['scales'][:,0])
vd['scale_1'] = np.log(merged_data['scales'][:,1])
vd['scale_2'] = np.log(merged_data['scales'][:,2])
vd['rot_0'] = merged_data['rotations'][:,0]
vd['rot_1'] = merged_data['rotations'][:,1]
vd['rot_2'] = merged_data['rotations'][:,2]
vd['rot_3'] = merged_data['rotations'][:,3]
vd['f_dc_0'] = merged_data['dc'][:,0]
vd['f_dc_1'] = merged_data['dc'][:,1]
vd['f_dc_2'] = merged_data['dc'][:,2]
vd['point_id'] = merged_data['point_ids'].astype(np.int64)
if merged_data['sh_rest'] is not None:
for i in range(n_sh):
vd[f'f_rest_{i}'] = merged_data['sh_rest'][:,i]
if merged_data.get('filter_3D') is not None:
vd['filter_3D'] = merged_data['filter_3D'].flatten()
PlyData([PlyElement.describe(vd, 'vertex')]).write(output_path)
# ============================================================
# Merge 主流程(含族谱收集)
# ============================================================
def run_merge(data, compress_ratio=4, k_neighbors=5,
spread_factor=0.0, aspect_ratio_threshold=15.0,
id_counter=None):
"""
对整份数据执行一次 merge,返回合并后数据和本级族谱。
族谱格式(level_lineage):
dict { child_point_id(int): [parent_point_id(int), ...] }
与点的存储顺序完全无关,通过 point_id 唯一定位每个点。
id_counter: [int],跨 cell 全局唯一ID生成器,由外部传入以保证跨级唯一性。
"""
if id_counter is None:
id_counter = [0]
n_input = len(data['positions'])
cells = build_octree(data['positions'], max_points=5000)
print(f"划分为 {len(cells)} 个 cells")
all_merged = {
'positions': [], 'opacities': [], 'scales': [], 'rotations': [],
'dc': [], 'sh_rest': [] if data['sh_rest'] is not None else None,
'filter_3D': [], 'point_ids': []
}
level_lineage = {} # {child_id: [parent_id, ...]}
for i, cell in enumerate(cells):
if i % 100 == 0:
print(f" 处理进度: {i}/{len(cells)}")
merged, cell_lineage = cluster_and_merge_cell(
data, cell['indices'], cell['bbox_min'], cell['bbox_max'],
k_neighbors=k_neighbors, spread_factor=spread_factor,
aspect_ratio_threshold=aspect_ratio_threshold,
compress_ratio=compress_ratio,
id_counter=id_counter,
)
if merged is None:
continue
for key in all_merged:
if all_merged[key] is not None and len(merged[key]) > 0:
all_merged[key].append(merged[key])
level_lineage.update(cell_lineage) # 合并各cell的族谱dict
final_data = {
key: np.concatenate(all_merged[key], axis=0)
for key in all_merged
if all_merged[key] is not None and len(all_merged[key]) > 0
}
n_merged = len(final_data['positions'])
print(f"合并后点数: {n_merged} 压缩率: {n_merged/n_input*100:.2f}%")
return final_data, level_lineage
# ============================================================
# Fine-tuning 阶段
# ============================================================
def finetune_merged_gaussians(
merged_ply_path,
original_source_path,
output_ply_path,
image_resolution=1,
sh_degree=3,
num_epochs=500,
lr_opacity=0.05,
lr_scaling=0.005,
lr_rotation=0.001,
lr_features_dc=0.0025,
lr_features_rest=0.000125,
white_background=False,
kernel_size=0.1,
gpu_id=0,
log_interval=50,
):
"""
冻结高斯点位置,用下采样 GT 图像对其余参数做 fine-tuning。
original_source_path : 原始分辨率 COLMAP 目录,程序内部自动 in-memory 下采样。
image_resolution : GT 图像边长缩小倍率(1=原图, 2=1/2边长, 4=1/4边长, 8=1/8边长)。
"""
import torch
import torch.nn.functional as F
from gaussian_renderer import render, GaussianModel
from scene.dataset_readers import sceneLoadTypeCallbacks
from utils.camera_utils import loadCam
from utils.loss_utils import l1_loss, ssim
import random
device = f'cuda:{gpu_id}'
torch.cuda.set_device(device)
bg_color = [1,1,1] if white_background else [0,0,0]
background = torch.tensor(bg_color, dtype=torch.float32, device=device)
# 1. 加载高斯模型
print("\n[Fine-tune] 加载 merge 后的高斯模型...")
gaussians = GaussianModel(sh_degree)
gaussians.load_ply(merged_ply_path)
print(f"[Fine-tune] 高斯点数: {gaussians.get_xyz.shape[0]}")
# 2. 冻结位置
gaussians._xyz.requires_grad_(False)
optimizer = torch.optim.Adam([
{'params': [gaussians._features_dc], 'lr': lr_features_dc, 'name': 'f_dc'},
{'params': [gaussians._features_rest], 'lr': lr_features_rest, 'name': 'f_rest'},
{'params': [gaussians._opacity], 'lr': lr_opacity, 'name': 'opacity'},
{'params': [gaussians._scaling], 'lr': lr_scaling, 'name': 'scaling'},
{'params': [gaussians._rotation], 'lr': lr_rotation, 'name': 'rotation'},
], eps=1e-15)
# 3. 读取相机(原始分辨率)
print(f"[Fine-tune] 读取相机,GT 将 in-memory 下采样 1/{image_resolution} 边长...")
if os.path.exists(os.path.join(original_source_path, "sparse")):
scene_info = sceneLoadTypeCallbacks["Colmap"](
original_source_path, "images", eval=False, resolution=1)
elif os.path.exists(os.path.join(original_source_path, "transforms_train.json")):
scene_info = sceneLoadTypeCallbacks["Blender"](
original_source_path, white_background, eval=False, resolution=1)
else:
raise ValueError(f"[Fine-tune] 无法识别数据集格式: {original_source_path}")
class _LoadArgs:
resolution = 1
data_device = device
cameras = []
for i, ci in enumerate(scene_info.train_cameras):
try:
cameras.append(loadCam(_LoadArgs(), i, ci, 1.0, load_image=True))
except Exception as e:
print(f"[Fine-tune] 跳过相机 {i}: {e}")
if not cameras:
raise RuntimeError("[Fine-tune] 没有可用的训练相机。")
# 4. in-memory 下采样:GT 图像 + 渲染分辨率同步缩小
if image_resolution > 1:
print(f"[Fine-tune] 对 {len(cameras)} 个相机做 1/{image_resolution} 边长下采样...")
for cam in cameras:
gt_orig = cam.original_image.to(device)
H, W = gt_orig.shape[1], gt_orig.shape[2]
new_H, new_W = H // image_resolution, W // image_resolution
cam.original_image = F.interpolate(
gt_orig.unsqueeze(0), size=(new_H, new_W),
mode='bilinear', align_corners=False
).squeeze(0).cpu()
# FoVx/FoVy 不变,渲染器根据新 image_width/height 自动反算 focal length
cam.image_width = new_W
cam.image_height = new_H
print(f"[Fine-tune] 下采样后尺寸: {cameras[0].image_height} x {cameras[0].image_width}")
# 5. 训练循环
class _Pipeline:
convert_SHs_python = False
compute_cov3D_python = False
debug = False
pipeline = _Pipeline()
lambda_dssim = 0.2
print(f"\n[Fine-tune] 开始优化,共 {num_epochs} epochs,{len(cameras)} 张图像...")
for epoch in range(1, num_epochs + 1):
random.shuffle(cameras)
epoch_loss = 0.0
for cam in cameras:
optimizer.zero_grad()
rendered = render(cam, gaussians, pipeline, background, kernel_size=kernel_size)["render"]
gt = cam.original_image.to(device)
if rendered.shape != gt.shape:
gt = F.interpolate(gt.unsqueeze(0), size=rendered.shape[1:],
mode='bilinear', align_corners=False).squeeze(0)
loss = (1.0 - lambda_dssim) * l1_loss(rendered, gt) \
+ lambda_dssim * (1.0 - ssim(rendered, gt))
loss.backward()
optimizer.step()
epoch_loss += loss.item()
if epoch % log_interval == 0 or epoch == 1:
print(f"[Fine-tune] Epoch {epoch:4d}/{num_epochs} avg_loss={epoch_loss/len(cameras):.6f}")
# 6. 保存
print(f"\n[Fine-tune] 保存至 {output_ply_path} ...")
os.makedirs(os.path.dirname(os.path.abspath(output_ply_path)), exist_ok=True)
gaussians.save_ply(output_ply_path)
print("[Fine-tune] 保存完成。")
# ============================================================
# 完整流程入口
# ============================================================
def run_all(
input_ply,
original_source_path,
output_base,
# merge 参数
k_neighbors=5,
spread_factor=0.0,
aspect_ratio_threshold=15.0,
# fine-tune 参数
sh_degree=3,
num_epochs=500,
lr_opacity=0.05,
lr_scaling=0.005,
lr_rotation=0.001,
lr_features_dc=0.0025,
lr_features_rest=0.000125,
white_background=False,
kernel_size=0.1,
gpu_id=0,
log_interval=50,
):
"""
完整流程:级联 merge(三级)+ 每级 fine-tune + 族谱保存。
输出目录结构:
output_base/
├── L1/
│ ├── merged.ply # 1/4 点数,merge 后未微调
│ └── finetuned.ply # 1/4 点数,微调后
├── L2/
│ ├── merged.ply # 1/16 点数
│ └── finetuned.ply
├── L3/
│ ├── merged.ply # 1/64 点数
│ └── finetuned.ply
└── lineage.json # 完整族谱
族谱结构(lineage.json):
{
"L1": [[idx, ...], [idx, ...], ...],
// L1[i] = 原始 PLY 中哪些点合并成了 L1 第 i 个点
"L2": [[idx, ...], ...],
// L2[i] = L1 finetuned PLY 中哪些点合并成了 L2 第 i 个点
"L3": [[idx, ...], ...]
// L3[i] = L2 finetuned PLY 中哪些点合并成了 L3 第 i 个点
}
层级恢复示例(从 L3 追溯到原始点):
L3[i] 由 L2 中的 lineage["L3"][i] 合并而来
其中 L2[j] 又由 L1 中的 lineage["L2"][j] 合并而来
其中 L1[k] 又由原始点中的 lineage["L1"][k] 合并而来
"""
# 三级配置:(级别名, image_resolution)
# compress_ratio 固定为 4,每级压缩 1/4 点数
levels = [
("L1", 2), # 原始 → 1/4 点,图像边长 1/2
("L2", 4), # L1结果 → 1/16 点,图像边长 1/4
("L3", 8), # L2结果 → 1/64 点,图像边长 1/8
]
finetune_kwargs = dict(
original_source_path=original_source_path,
sh_degree=sh_degree,
num_epochs=num_epochs,
lr_opacity=lr_opacity,
lr_scaling=lr_scaling,
lr_rotation=lr_rotation,
lr_features_dc=lr_features_dc,
lr_features_rest=lr_features_rest,
white_background=white_background,
kernel_size=kernel_size,
gpu_id=gpu_id,
log_interval=log_interval,
)
merge_kwargs = dict(
compress_ratio=4,
k_neighbors=k_neighbors,
spread_factor=spread_factor,
aspect_ratio_threshold=aspect_ratio_threshold,
)
# id_counter 跨三级共享,保证所有点的 point_id 全局唯一:
# 原始点 : point_id = 0 ~ N_original-1 (read_ply 自动生成)
# L1合并点 : point_id 从 N_original 开始递增
# L2、L3 : 继续递增,绝不与任何已有 point_id 冲突
current_data = read_ply(input_ply)
n_original = len(current_data['positions'])
id_counter = [n_original] # 合并点编号从原始点数量之后开始
full_lineage = {} # {level: {str(child_id): [parent_id, ...]}}
current_ply_path = input_ply
for level, image_resolution in levels:
print("\n" + "=" * 70)
print(f"级别: {level} | 本级压缩 1/4 | 图像边长缩小 1/{image_resolution}")
print(f"输入 PLY: {current_ply_path}")
print("=" * 70)
level_dir = os.path.join(output_base, level)
merged_ply = os.path.join(level_dir, "merged.ply")
finetuned_ply = os.path.join(level_dir, "finetuned.ply")
os.makedirs(level_dir, exist_ok=True)
# --- Merge ---
print(f"\n[{level}] Step 1: Merge")
final_data, level_lineage = run_merge(
current_data, id_counter=id_counter, **merge_kwargs)
result = validate_data(final_data)
if result['has_nan'] or result['has_inf']:
print(f"⚠️ NaN={result['has_nan']} Inf={result['has_inf']}")
save_ply(final_data, current_data['plydata'], merged_ply)
print(f"[{level}] Merge PLY 已保存: {merged_ply}")
# 族谱 key 转 str(JSON 要求 key 必须是字符串)
# 格式:{"child_point_id": [parent_point_id, ...], ...}
full_lineage[level] = {str(k): v for k, v in level_lineage.items()}
lineage_path = os.path.join(output_base, "lineage.json")
with open(lineage_path, 'w') as f:
json.dump(full_lineage, f)
print(f"[{level}] 族谱已保存(当前已完成: {list(full_lineage.keys())})")
# --- Fine-tune ---
print(f"\n[{level}] Step 2: Fine-tune (image_resolution=1/{image_resolution})")
finetune_merged_gaussians(
merged_ply_path=merged_ply,
output_ply_path=finetuned_ply,
image_resolution=image_resolution,
**finetune_kwargs,
)
# 下一级从 finetuned.ply 出发(fine-tune 不改变点数和 point_id,只改属性)
current_ply_path = finetuned_ply
current_data = read_ply(finetuned_ply)
# 族谱已在每级完成后实时写盘,此处仅做最终确认
lineage_path = os.path.join(output_base, "lineage.json")
print(f"\n✅ 族谱完整保存至: {lineage_path}")
print("\n🎉 所有级别完成!")
print(f"输出目录: {output_base}")
print(" L1/merged.ply, L1/finetuned.ply — 1/4 点数")
print(" L2/merged.ply, L2/finetuned.ply — 1/16 点数")
print(" L3/merged.ply, L3/finetuned.ply — 1/64 点数")
print(" lineage.json — 完整族谱")
# ============================================================
# 族谱工具函数(供后续训练代码使用)
# ============================================================
def load_lineage(lineage_path):
"""加载族谱文件"""
with open(lineage_path, 'r') as f:
lineage = json.load(f)
return lineage
def trace_to_original(child_point_id, level, lineage):
"""
从某一级的点(通过 point_id 指定)追溯到原始点的 point_id 集合。
参数:
child_point_id : 要追溯的点的 point_id(int 或 str 均可)
level : 该点所在级别,"L1" / "L2" / "L3"
lineage : load_lineage() 返回的族谱 dict
返回:
List[int],原始 PLY 中的 point_id 列表(即 0 ~ N_original-1 范围内的值)
示例:
lineage = load_lineage("low_results/lineage.json")
# 查询 L3 中 point_id=500100 的点对应的所有原始点
orig_ids = trace_to_original(500100, "L3", lineage)
"""
levels = ["L1", "L2", "L3"]
level_idx = levels.index(level)
# 当前层的父节点 point_id 列表
current_ids = lineage[level][str(child_point_id)]
# 逐级向上追溯,直到 L1 的父节点(即原始点 point_id)
for parent_level in reversed(levels[:level_idx]):
next_ids = []
for pid in current_ids:
# 原始点的 point_id 不在族谱里(它们是叶子节点),直接保留
key = str(pid)
if key in lineage[parent_level]:
next_ids.extend(lineage[parent_level][key])
else:
next_ids.append(pid)
current_ids = next_ids
return [int(x) for x in current_ids]
# ============================================================
# 入口
# ============================================================
if __name__ == "__main__":
run_all(
input_ply = "merge/original_3dgs.ply",
original_source_path = "data", # 唯一需要提供的 COLMAP 目录
output_base = "outputs",
# merge 参数
k_neighbors=5,
spread_factor=0.0,
aspect_ratio_threshold=15.0,
# fine-tune 参数
sh_degree=3,
num_epochs=250,
lr_opacity=0.05,
lr_scaling=0.005,
lr_rotation=0.001,
lr_features_dc=0.0025,
lr_features_rest=0.000125,
white_background=False,
kernel_size=0.1,
gpu_id=2,
log_interval=50,
) |