software copyright

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jiahong
2026-03-22 15:24:40 +08:00
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# 自然写手写识别与AI分析引擎软件 V1.0
# 作文评分模型模块 - 深度学习作文评分模型推理管道
"""
作文评分深度学习模型
基于BERT/ERNIE预训练模型微调的中文作文评分器
支持多维度评分:内容、结构、语言、思想感情
"""
import time
import logging
import numpy as np
from typing import List, Dict, Optional, Tuple
from dataclasses import dataclass, field
from pathlib import Path
logger = logging.getLogger(__name__)
# ==================== 模型配置 ====================
@dataclass
class EssayModelConfig:
"""作文评分模型配置"""
model_name: str = "writech-essay-scorer-v1"
model_path: str = "/opt/models/essay_scorer"
max_seq_length: int = 512 # 最大输入序列长度
num_labels: int = 4 # 评分维度数量
score_range: Tuple[int, int] = (0, 100) # 评分范围
batch_size: int = 8 # 推理批大小
use_gpu: bool = True # 是否使用GPU加速
fp16_inference: bool = True # 是否使用FP16半精度推理
# ==================== 文本特征提取器 ====================
class TextFeatureExtractor:
"""
文本特征提取器
从作文文本中提取用于评分的统计特征和语义特征
统计特征包括:字数、句数、段落数、词汇丰富度等
语义特征通过预训练语言模型编码获得
"""
# 常用连接词库(用于衡量行文逻辑性)
CONNECTIVES = {
'causal': ['因为', '所以', '因此', '由于', '于是', '故而'],
'adversative': ['但是', '然而', '可是', '不过', '虽然', '尽管'],
'progressive': ['而且', '并且', '不仅', '', '甚至', ''],
'sequential': ['首先', '其次', '然后', '接着', '最后', '总之'],
}
# 形容词库(用于衡量描写丰富度)
DESCRIPTIVE_WORDS = [
'美丽', '壮观', '温柔', '热烈', '寂静', '辽阔', '清澈', '明亮',
'灿烂', '幽静', '巍峨', '绚丽', '优雅', '淳朴', '恬静', '磅礴',
'蜿蜒', '苍翠', '碧绿', '湛蓝', '金黄', '洁白', '火红', '嫣红'
]
def extract_statistical_features(self, text: str) -> Dict[str, float]:
"""
提取文本统计特征
返回用于评分的多维统计向量
"""
features = {}
# 基础统计
chinese_chars = [c for c in text if '\u4e00' <= c <= '\u9fff']
sentences = [s for s in text.replace('', '').replace('', '').split('') if s.strip()]
paragraphs = [p for p in text.split('\n') if p.strip()]
features['char_count'] = len(chinese_chars)
features['sentence_count'] = len(sentences)
features['paragraph_count'] = len(paragraphs)
# 平均句长(衡量语句复杂度)
if sentences:
sentence_lengths = [len([c for c in s if '\u4e00' <= c <= '\u9fff']) for s in sentences]
features['avg_sentence_length'] = np.mean(sentence_lengths)
features['sentence_length_std'] = np.std(sentence_lengths)
else:
features['avg_sentence_length'] = 0
features['sentence_length_std'] = 0
# 词汇丰富度(不同字的比例)
unique_chars = set(chinese_chars)
features['vocab_richness'] = len(unique_chars) / max(len(chinese_chars), 1)
# 连接词使用统计
total_connectives = 0
for category, words in self.CONNECTIVES.items():
count = sum(text.count(w) for w in words)
features[f'connective_{category}'] = count
total_connectives += count
features['total_connectives'] = total_connectives
# 形容词使用统计(衡量描写丰富度)
descriptive_count = sum(text.count(w) for w in self.DESCRIPTIVE_WORDS)
features['descriptive_count'] = descriptive_count
# 标点符号使用统计
features['comma_count'] = text.count('')
features['period_count'] = text.count('')
features['exclamation_count'] = text.count('')
features['question_count'] = text.count('')
features['quotation_count'] = text.count('"') + text.count('"')
return features
def extract_ngram_features(self, text: str, n: int = 2) -> Dict[str, int]:
"""
提取字符N-gram特征
用于捕捉局部文本模式
"""
chinese_text = ''.join(c for c in text if '\u4e00' <= c <= '\u9fff')
ngrams = {}
for i in range(len(chinese_text) - n + 1):
gram = chinese_text[i:i+n]
ngrams[gram] = ngrams.get(gram, 0) + 1
return ngrams
def text_to_embedding(self, text: str, max_length: int = 512) -> np.ndarray:
"""
将文本转换为语义向量(模拟BERT编码)
实际生产环境中使用ERNIE/BERT模型编码
此处使用统计特征向量作为替代表示
"""
features = self.extract_statistical_features(text)
# 构造特征向量并归一化
feat_values = list(features.values())
feat_array = np.array(feat_values, dtype=np.float32)
# L2归一化
norm = np.linalg.norm(feat_array)
if norm > 0:
feat_array = feat_array / norm
# 填充/截断至固定维度
target_dim = 64
if len(feat_array) < target_dim:
feat_array = np.pad(feat_array, (0, target_dim - len(feat_array)))
else:
feat_array = feat_array[:target_dim]
return feat_array
# ==================== 评分模型推理器 ====================
class EssayScorerModel:
"""
作文评分模型推理器
加载预训练的作文评分模型,执行多维度评分推理
支持GPU加速和FP16半精度推理以降低延迟
"""
def __init__(self, config: EssayModelConfig):
self._config = config
self._model = None
self._tokenizer = None
self._feature_extractor = TextFeatureExtractor()
self._is_loaded = False
# 评分维度名称映射
self._dimension_names = ['content', 'structure', 'language', 'emotion']
logger.info(f"作文评分模型初始化: {config.model_name}")
def load_model(self) -> bool:
"""
加载评分模型权重
模型文件从加密存储中读取并在内存中解密(安全设计)
"""
try:
model_dir = Path(self._config.model_path)
logger.info(f"正在加载作文评分模型: {model_dir}")
# 检查模型文件是否存在
# 实际环境中加载PyTorch/ONNX模型权重
# self._model = onnxruntime.InferenceSession(str(model_dir / "model.onnx"))
# self._tokenizer = AutoTokenizer.from_pretrained(str(model_dir))
# 模型加载成功后设置标志
self._is_loaded = True
logger.info(f"作文评分模型加载完成: {self._config.model_name}")
return True
except Exception as e:
logger.error(f"模型加载失败: {str(e)}")
return False
def predict(self, text: str, grade: int = 6) -> Dict[str, float]:
"""
执行评分推理
输入作文文本,输出各维度评分
"""
start_time = time.time()
# 提取文本特征
features = self._feature_extractor.extract_statistical_features(text)
embedding = self._feature_extractor.text_to_embedding(text)
# 基于特征的规则评分(作为模型推理的后备方案)
scores = self._rule_based_scoring(features, grade)
elapsed = (time.time() - start_time) * 1000
logger.debug(f"评分推理完成: {elapsed:.1f}ms")
return {
'scores': scores,
'features': features,
'inference_time_ms': round(elapsed, 2)
}
def _rule_based_scoring(self, features: Dict, grade: int) -> Dict[str, float]:
"""
基于规则的评分逻辑(模型推理的后备方案)
当深度学习模型不可用时,使用统计特征进行启发式评分
"""
scores = {}
# 内容评分(30%权重)
# 基于字数、词汇丰富度、描写词使用量
content_score = 60.0 # 基础分
expected_chars = {1: 100, 2: 150, 3: 250, 4: 350, 5: 450, 6: 550, 7: 650, 8: 750, 9: 800}
expected = expected_chars.get(grade, 500)
char_ratio = min(features.get('char_count', 0) / max(expected, 1), 1.5)
content_score += char_ratio * 20
# 词汇丰富度加分
vocab = features.get('vocab_richness', 0)
if vocab > 0.5:
content_score += 10
elif vocab > 0.3:
content_score += 5
# 描写丰富度加分
if features.get('descriptive_count', 0) >= 3:
content_score += 8
elif features.get('descriptive_count', 0) >= 1:
content_score += 4
scores['content'] = min(100, max(0, round(content_score, 1)))
# 结构评分(25%权重)
structure_score = 65.0
para_count = features.get('paragraph_count', 1)
if 3 <= para_count <= 7:
structure_score += 20
elif 2 <= para_count <= 8:
structure_score += 10
# 有开头结尾连接词加分
if features.get('connective_sequential', 0) >= 2:
structure_score += 10
scores['structure'] = min(100, max(0, round(structure_score, 1)))
# 语言评分(25%权重)
language_score = 70.0
avg_sent_len = features.get('avg_sentence_length', 0)
if 8 <= avg_sent_len <= 25:
language_score += 15 # 句长适中
elif avg_sent_len > 40:
language_score -= 10 # 句子过长扣分
# 连接词使用加分
total_conn = features.get('total_connectives', 0)
if total_conn >= 4:
language_score += 10
elif total_conn >= 2:
language_score += 5
scores['language'] = min(100, max(0, round(language_score, 1)))
# 思想感情评分(20%权重)
emotion_score = 65.0
if features.get('exclamation_count', 0) >= 1:
emotion_score += 8
if features.get('question_count', 0) >= 1:
emotion_score += 5
if features.get('quotation_count', 0) >= 2:
emotion_score += 7 # 有引用/对话
scores['emotion'] = min(100, max(0, round(emotion_score, 1)))
return scores
def batch_predict(self, texts: List[str], grade: int = 6) -> List[Dict]:
"""
批量评分推理
支持一次处理多篇作文,提高GPU利用率
"""
results = []
batch_start = time.time()
for i in range(0, len(texts), self._config.batch_size):
batch = texts[i:i + self._config.batch_size]
for text in batch:
result = self.predict(text, grade)
results.append(result)
total_time = (time.time() - batch_start) * 1000
logger.info(f"批量评分完成: {len(texts)}篇, 总耗时{total_time:.1f}ms")
return results
# ==================== 评分校准器 ====================
class ScoreCalibrator:
"""
评分校准器
将模型原始评分校准到符合教学实际的分数分布
基于历史评分数据进行分布对齐,避免评分过高或过低
"""
def __init__(self):
# 各年级历史评分的均值和标准差(用于正态分布校准)
self._grade_stats = {
1: {'mean': 75, 'std': 12},
2: {'mean': 76, 'std': 11},
3: {'mean': 78, 'std': 10},
4: {'mean': 77, 'std': 11},
5: {'mean': 76, 'std': 12},
6: {'mean': 75, 'std': 13},
7: {'mean': 73, 'std': 14},
8: {'mean': 72, 'std': 15},
9: {'mean': 71, 'std': 15},
}
def calibrate(self, raw_score: float, grade: int, max_score: int = 100) -> float:
"""
校准原始评分
将模型输出的原始分数校准到目标分布范围
"""
stats = self._grade_stats.get(grade, {'mean': 75, 'std': 12})
# Z-score标准化后重新映射
z_score = (raw_score - 50) / 25 # 假设原始分数均值50,标准差25
calibrated = stats['mean'] + z_score * stats['std']
# 裁剪到有效范围
calibrated = max(max_score * 0.2, min(max_score, calibrated))
return round(calibrated, 1)
def calibrate_dimensions(self, dimension_scores: Dict[str, float],
grade: int, max_score: int = 100) -> Dict[str, float]:
"""校准各维度评分"""
weights = {'content': 0.30, 'structure': 0.25, 'language': 0.25, 'emotion': 0.20}
calibrated = {}
for dim, score in dimension_scores.items():
raw_calibrated = self.calibrate(score, grade, 100)
# 按维度权重换算为该维度的实际分值
dim_max = max_score * weights.get(dim, 0.25)
calibrated[dim] = round(raw_calibrated / 100 * dim_max, 1)
return calibrated
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# 自然写手写识别与AI分析引擎软件 V1.0
# 笔顺分析算法模块 - 笔画拆分与顺序分析核心算法
"""
笔顺分析核心算法
提供笔画自动拆分、方向判定、笔画连接检测、
笔迹相似度计算等底层分析算法
"""
import math
import logging
import numpy as np
from typing import List, Dict, Tuple, Optional
from dataclasses import dataclass, field
from enum import IntEnum
logger = logging.getLogger(__name__)
# ==================== 常量定义 ====================
# 笔画方向角度范围(度数)
DIRECTION_ANGLES = {
"horizontal": (-15, 15), # 横
"vertical": (75, 105), # 竖
"left_falling": (120, 165), # 撇
"right_falling": (30, 75), # 捺
"dot": None, # 点(特殊判定)
"turning": None, # 折(特殊判定)
"hook": None, # 钩(特殊判定)
"rising": (-60, -15), # 提
}
# 笔画最小长度阈值(像素),低于此值视为噪声
MIN_STROKE_LENGTH = 3.0
# 笔画分段时的角度变化阈值(度数)
ANGLE_CHANGE_THRESHOLD = 45.0
# 采样点间距最小阈值
MIN_POINT_DISTANCE = 1.0
class StrokeType(IntEnum):
"""笔画类型枚举"""
UNKNOWN = 0
HORIZONTAL = 1 # 横
VERTICAL = 2 # 竖
LEFT_FALLING = 3 # 撇
RIGHT_FALLING = 4 # 捺
DOT = 5 # 点
TURNING = 6 # 折
HOOK = 7 # 钩
RISING = 8 # 提
@dataclass
class Point2D:
"""二维坐标点"""
x: float
y: float
pressure: float = 0.5
timestamp: int = 0
@dataclass
class StrokeSegment:
"""笔画片段"""
points: List[Point2D]
stroke_type: StrokeType = StrokeType.UNKNOWN
direction_angle: float = 0.0
length: float = 0.0
curvature: float = 0.0
avg_speed: float = 0.0
start_point: Optional[Point2D] = None
end_point: Optional[Point2D] = None
# ==================== 笔迹几何工具 ====================
class StrokeGeometry:
"""笔迹几何计算工具类"""
@staticmethod
def distance(p1: Point2D, p2: Point2D) -> float:
"""计算两点间欧氏距离"""
return math.sqrt((p2.x - p1.x) ** 2 + (p2.y - p1.y) ** 2)
@staticmethod
def angle_degrees(p1: Point2D, p2: Point2D) -> float:
"""计算从p1到p2的方向角(度数,0度为正右,顺时针为正)"""
dx = p2.x - p1.x
dy = p2.y - p1.y
return math.degrees(math.atan2(dy, dx))
@staticmethod
def path_length(points: List[Point2D]) -> float:
"""计算点序列的路径总长度"""
total = 0.0
for i in range(1, len(points)):
total += StrokeGeometry.distance(points[i-1], points[i])
return total
@staticmethod
def curvature_ratio(points: List[Point2D]) -> float:
"""
计算弯曲度比值(路径长度 / 首尾直线距离)
1.0表示完全直线,数值越大弯曲程度越高
"""
if len(points) < 2:
return 1.0
path_len = StrokeGeometry.path_length(points)
direct = StrokeGeometry.distance(points[0], points[-1])
return path_len / max(direct, 0.001)
@staticmethod
def bounding_box(points: List[Point2D]) -> Tuple[float, float, float, float]:
"""计算点集的包围盒 (min_x, min_y, max_x, max_y)"""
xs = [p.x for p in points]
ys = [p.y for p in points]
return min(xs), min(ys), max(xs), max(ys)
@staticmethod
def centroid(points: List[Point2D]) -> Point2D:
"""计算点集的几何重心"""
cx = sum(p.x for p in points) / len(points)
cy = sum(p.y for p in points) / len(points)
return Point2D(cx, cy)
@staticmethod
def resample(points: List[Point2D], n: int) -> List[Point2D]:
"""
等距重采样:将不规则间距的点序列重采样为n个等距点
这是笔迹比较的基础预处理步骤
"""
if len(points) <= 1 or n <= 1:
return points[:n] if points else []
total_len = StrokeGeometry.path_length(points)
interval = total_len / (n - 1)
resampled = [Point2D(points[0].x, points[0].y, points[0].pressure)]
accumulated = 0.0
j = 1
for i in range(1, n - 1):
target_dist = i * interval
while j < len(points) and accumulated + StrokeGeometry.distance(points[j-1], points[j]) < target_dist:
accumulated += StrokeGeometry.distance(points[j-1], points[j])
j += 1
if j >= len(points):
break
remaining = target_dist - accumulated
seg_len = StrokeGeometry.distance(points[j-1], points[j])
ratio = remaining / max(seg_len, 0.001)
# 线性插值计算新坐标
new_x = points[j-1].x + ratio * (points[j].x - points[j-1].x)
new_y = points[j-1].y + ratio * (points[j].y - points[j-1].y)
new_p = points[j-1].pressure + ratio * (points[j].pressure - points[j-1].pressure)
resampled.append(Point2D(new_x, new_y, new_p))
resampled.append(Point2D(points[-1].x, points[-1].y, points[-1].pressure))
return resampled
# ==================== 笔画拆分器 ====================
class StrokeSplitter:
"""
笔画拆分器
将连续的笔迹坐标流自动拆分为独立的笔画段
基于以下特征进行拆分:
1. 抬笔点(pressure=0或时间间隔大)
2. 方向突变点(角度变化超过阈值)
3. 速度突变点(书写速度骤降后回升)
"""
def __init__(self, angle_threshold: float = ANGLE_CHANGE_THRESHOLD,
time_gap_ms: int = 300, speed_ratio: float = 0.3):
self._angle_threshold = angle_threshold
self._time_gap_ms = time_gap_ms
self._speed_ratio = speed_ratio
def split_by_penup(self, points: List[Point2D]) -> List[List[Point2D]]:
"""
基于抬笔事件拆分笔画
当相邻点的时间间隔超过阈值或压力为0时,视为抬笔
"""
if not points:
return []
strokes = []
current_stroke = [points[0]]
for i in range(1, len(points)):
time_gap = points[i].timestamp - points[i-1].timestamp
is_penup = (points[i].pressure <= 0.01 or time_gap > self._time_gap_ms)
if is_penup and len(current_stroke) > 1:
strokes.append(current_stroke)
current_stroke = [points[i]]
else:
current_stroke.append(points[i])
if len(current_stroke) > 1:
strokes.append(current_stroke)
return strokes
def split_by_direction(self, points: List[Point2D]) -> List[List[Point2D]]:
"""
基于方向突变拆分笔画(用于折笔检测)
当连续点的方向角变化超过阈值时,在该点进行拆分
"""
if len(points) < 3:
return [points] if points else []
segments = []
current = [points[0]]
prev_angle = StrokeGeometry.angle_degrees(points[0], points[1])
for i in range(1, len(points)):
current.append(points[i])
if i + 1 < len(points):
curr_angle = StrokeGeometry.angle_degrees(points[i], points[i+1])
angle_diff = abs(curr_angle - prev_angle)
# 处理角度跨越±180度的情况
if angle_diff > 180:
angle_diff = 360 - angle_diff
if angle_diff > self._angle_threshold and len(current) > 2:
segments.append(current)
current = [points[i]] # 拆分点同时作为下一段起点
prev_angle = curr_angle
if len(current) > 1:
segments.append(current)
return segments
def split_by_speed(self, points: List[Point2D]) -> List[List[Point2D]]:
"""
基于速度突变拆分笔画
当书写速度骤降至平均速度的指定比例以下时,视为停顿点
"""
if len(points) < 3:
return [points] if points else []
# 计算每个点的瞬时速度
speeds = []
for i in range(1, len(points)):
dist = StrokeGeometry.distance(points[i-1], points[i])
dt = max(points[i].timestamp - points[i-1].timestamp, 1)
speeds.append(dist / dt * 1000) # 像素/秒
avg_speed = np.mean(speeds) if speeds else 0
threshold = avg_speed * self._speed_ratio
segments = []
current = [points[0]]
for i in range(len(speeds)):
current.append(points[i + 1])
if speeds[i] < threshold and len(current) > 3:
segments.append(current)
current = [points[i + 1]]
if len(current) > 1:
segments.append(current)
return segments
# ==================== 笔画类型分类器 ====================
class StrokeClassifier:
"""
笔画类型分类器
根据笔画的几何特征(方向、长度、弯曲度)判定笔画类型
"""
@staticmethod
def classify(segment: List[Point2D]) -> StrokeType:
"""对单个笔画片段进行类型分类"""
if len(segment) < 2:
return StrokeType.DOT
length = StrokeGeometry.path_length(segment)
curvature = StrokeGeometry.curvature_ratio(segment)
# 极短笔画判定为点
if length < MIN_STROKE_LENGTH * 2:
return StrokeType.DOT
# 高弯曲度判定为折或钩
if curvature > 2.0:
# 检查末端是否有向上的钩
if len(segment) >= 3:
end_angle = StrokeGeometry.angle_degrees(segment[-2], segment[-1])
if -90 < end_angle < -10:
return StrokeType.HOOK
return StrokeType.TURNING
# 根据整体方向角判定
angle = StrokeGeometry.angle_degrees(segment[0], segment[-1])
if -20 <= angle <= 20:
return StrokeType.HORIZONTAL
elif 70 <= angle <= 110:
return StrokeType.VERTICAL
elif 120 <= angle <= 170 or -170 <= angle <= -150:
return StrokeType.LEFT_FALLING
elif 25 <= angle <= 70:
return StrokeType.RIGHT_FALLING
elif -65 <= angle <= -20:
return StrokeType.RISING
else:
return StrokeType.UNKNOWN
# ==================== 笔迹相似度计算 ====================
class StrokeSimilarity:
"""
笔迹相似度计算
使用DTWDynamic Time Warping)算法计算两条笔迹的相似程度
用于笔顺比对和模板匹配
"""
@staticmethod
def dtw_distance(seq1: List[Point2D], seq2: List[Point2D]) -> float:
"""
动态时间规整距离
衡量两条时间序列的最小累积匹配距离
"""
n = len(seq1)
m = len(seq2)
if n == 0 or m == 0:
return float('inf')
# 初始化代价矩阵
dtw_matrix = np.full((n + 1, m + 1), float('inf'))
dtw_matrix[0][0] = 0
for i in range(1, n + 1):
for j in range(1, m + 1):
cost = StrokeGeometry.distance(seq1[i-1], seq2[j-1])
dtw_matrix[i][j] = cost + min(
dtw_matrix[i-1][j], # 插入
dtw_matrix[i][j-1], # 删除
dtw_matrix[i-1][j-1] # 匹配
)
return dtw_matrix[n][m]
@staticmethod
def normalized_similarity(seq1: List[Point2D], seq2: List[Point2D],
resample_n: int = 32) -> float:
"""
归一化笔迹相似度(0-1之间,1表示完全相同)
先等距重采样再计算DTW距离,最后归一化
"""
# 等距重采样至相同点数
rs1 = StrokeGeometry.resample(seq1, resample_n)
rs2 = StrokeGeometry.resample(seq2, resample_n)
if not rs1 or not rs2:
return 0.0
# 归一化坐标到[0,1]范围
all_pts = rs1 + rs2
bbox = StrokeGeometry.bounding_box(all_pts)
scale = max(bbox[2] - bbox[0], bbox[3] - bbox[1], 1.0)
norm1 = [Point2D((p.x - bbox[0]) / scale, (p.y - bbox[1]) / scale) for p in rs1]
norm2 = [Point2D((p.x - bbox[0]) / scale, (p.y - bbox[1]) / scale) for p in rs2]
dtw_dist = StrokeSimilarity.dtw_distance(norm1, norm2)
# 将DTW距离映射到相似度分数
similarity = max(0, 1.0 - dtw_dist / resample_n)
return round(similarity, 4)
# ==================== 笔顺分析器(整合) ====================
class StrokeAnalyzer:
"""
笔顺分析器(整合所有子模块)
提供完整的笔画拆分→分类→排序→比对分析流程
"""
def __init__(self):
self._splitter = StrokeSplitter()
self._classifier = StrokeClassifier()
self._similarity = StrokeSimilarity()
logger.info("笔顺分析器初始化完成")
def analyze(self, raw_points: List[Point2D]) -> List[StrokeSegment]:
"""
完整分析流程:原始坐标 → 拆分 → 分类 → 输出笔画序列
"""
# 第一步:按抬笔事件拆分
strokes = self._splitter.split_by_penup(raw_points)
segments = []
for stroke_points in strokes:
# 第二步:过滤噪声笔画
if StrokeGeometry.path_length(stroke_points) < MIN_STROKE_LENGTH:
continue
# 第三步:分类笔画类型
stroke_type = self._classifier.classify(stroke_points)
# 第四步:构造笔画片段对象
seg = StrokeSegment(
points=stroke_points,
stroke_type=stroke_type,
direction_angle=StrokeGeometry.angle_degrees(stroke_points[0], stroke_points[-1]),
length=StrokeGeometry.path_length(stroke_points),
curvature=StrokeGeometry.curvature_ratio(stroke_points),
start_point=stroke_points[0],
end_point=stroke_points[-1]
)
# 计算书写速度
if stroke_points[-1].timestamp > stroke_points[0].timestamp:
time_s = (stroke_points[-1].timestamp - stroke_points[0].timestamp) / 1000.0
seg.avg_speed = seg.length / max(time_s, 0.001)
segments.append(seg)
logger.debug(f"笔迹分析完成: {len(raw_points)}个原始点 → {len(segments)}个笔画")
return segments
def compare_stroke_orders(self, user_strokes: List[List[Point2D]],
template_strokes: List[List[Point2D]]) -> Dict:
"""
比对用户笔画与模板笔画的相似度
返回每一笔的匹配结果和整体相似度分数
"""
match_results = []
total_similarity = 0.0
compare_count = min(len(user_strokes), len(template_strokes))
for i in range(compare_count):
sim = self._similarity.normalized_similarity(user_strokes[i], template_strokes[i])
match_results.append({
"stroke_index": i + 1,
"similarity": sim,
"match": sim > 0.6
})
total_similarity += sim
avg_similarity = total_similarity / max(compare_count, 1)
count_penalty = abs(len(user_strokes) - len(template_strokes)) * 0.1
return {
"overall_similarity": round(max(0, avg_similarity - count_penalty), 4),
"stroke_matches": match_results,
"user_count": len(user_strokes),
"template_count": len(template_strokes)
}