实际应用
输入验证
def validate_user_registration(username, email, age):
"""全面的用户注册验证"""
is_valid_username = len(username) >= 3 and len(username) <= 20
is_valid_email = '@' in email and '.' in email
is_valid_age = age >= 18 and age <= 100
return is_valid_username and is_valid_email and is_valid_age
## LabEx示例
print(validate_user_registration("john_doe", "[email protected]", 25)) ## True
print(validate_user_registration("ab", "invalid", 15)) ## False
访问控制系统
def check_system_access(user_role, is_authenticated, has_permission):
"""实现多级访问控制"""
admin_access = user_role == "admin"
standard_access = is_authenticated and has_permission
return admin_access or standard_access
## 访问场景
print(check_system_access("admin", False, False)) ## True
print(check_system_access("user", True, True)) ## True
print(check_system_access("user", False, True)) ## False
条件数据处理
def process_transaction(amount, is_verified, balance):
"""实现交易处理逻辑"""
can_process = (is_verified and amount > 0) and (balance >= amount)
return "Transaction Approved" if can_process else "Transaction Denied"
## 交易场景
print(process_transaction(100, True, 500)) ## Transaction Approved
print(process_transaction(600, True, 500)) ## Transaction Denied
布尔逻辑工作流程
graph TD
A[输入数据] --> B{验证检查}
B --> |通过| C[处理数据]
B --> |失败| D[拒绝/错误处理]
高级过滤技术
def filter_advanced_users(users):
"""根据多个标准过滤用户"""
advanced_users = [
user for user in users
if user['age'] >= 25 and
user['experience'] > 3 and
user['certification'] is True
]
return advanced_users
## 示例用户数据
users = [
{'name': 'Alice', 'age': 30, 'experience': 5, 'certification': True},
{'name': 'Bob', 'age': 22, 'experience': 2, 'certification': False}
]
print(filter_advanced_users(users))
布尔逻辑错误处理
def safe_division(a, b):
"""实现带错误处理的安全除法"""
return a / b if b!= 0 else None
def complex_calculation(x, y):
"""演示复杂的布尔错误处理"""
division_result = safe_division(x, y)
return division_result * 2 if division_result is not None else "Invalid Operation"
## LabEx错误处理示例
print(complex_calculation(10, 2)) ## 10.0
print(complex_calculation(10, 0)) ## Invalid Operation
性能优化技术
技术 |
描述 |
示例 |
短路求值 |
当结果确定时停止求值 |
x and y() |
惰性求值 |
仅在必要时计算 |
any() ,all() |
最小检查 |
减少不必要的计算 |
有序布尔条件 |
要点总结
- 布尔逻辑对稳健的软件设计至关重要
- 实施全面的验证策略
- 使用短路求值提高效率
- 创建灵活、可维护的条件逻辑