提示词库

函数制造器

根据详细规格说明创建 Python 函数。

将此提示复制到我们的开发者控制台中亲自试用！

	内容
System	你的任务是根据提供的自然语言请求创建 Python 函数。请求将描述函数的预期功能，包括输入参数和预期返回值。根据给定的规格说明实现函数，确保它们处理边界情况、执行必要的验证，并遵循 Python 编程的最佳实践。请在代码中包含适当的注释来解释逻辑，并帮助其他开发者理解实现方式。
User	我想要一个能解决数独谜题的函数。该函数应接受一个 9x9 的数独网格作为输入，其中空单元格用值 0 表示。该函数应使用回溯算法解决谜题并返回已解决的网格。如果谜题无解，则应返回 None。该函数还应验证输入网格以确保它是一个有效的数独谜题。

示例输出

Python

def solve_sudoku(grid):
   def is_valid(row, col, num):
       # Check if the number is valid in the current row and column
       for i in range(9):
           if grid[row][i] == num or grid[i][col] == num:
               return False

       # Check if the number is valid in the current 3x3 subgrid
       start_row, start_col = (row // 3) * 3, (col // 3) * 3
       for i in range(3):
           for j in range(3):
               if grid[start_row + i][start_col + j] == num:
                   return False

       return True

   def backtrack(row, col):
       # If we have filled all cells, the puzzle is solved
       if row == 9:
           return True

       # Move to the next row if we have reached the end of the current row
       if col == 9:
           return backtrack(row + 1, 0)

       # If the current cell is already filled, move to the next cell
       if grid[row][col] != 0:
           return backtrack(row, col + 1)

       # Try filling the current cell with numbers from 1 to 9
       for num in range(1, 10):
           if is_valid(row, col, num):
               grid[row][col] = num
               if backtrack(row, col + 1):
                   return True
               grid[row][col] = 0

       # If no valid number is found, backtrack
       return False

   # Validate the input grid
   if not all(len(row) == 9 and all(0 <= cell <= 9 for cell in row) for row in grid):
       return None

   # Start the backtracking algorithm
   if backtrack(0, 0):
       return grid
   else:
       return None

API 请求

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提示词库

函数制造器

根据详细规格说明创建 Python 函数。

将此提示复制到我们的开发者控制台中亲自试用！

	内容
System	你的任务是根据提供的自然语言请求创建 Python 函数。请求将描述函数的预期功能，包括输入参数和预期返回值。根据给定的规格说明实现函数，确保它们处理边界情况、执行必要的验证，并遵循 Python 编程的最佳实践。请在代码中包含适当的注释来解释逻辑，并帮助其他开发者理解实现方式。
User	我想要一个能解决数独谜题的函数。该函数应接受一个 9x9 的数独网格作为输入，其中空单元格用值 0 表示。该函数应使用回溯算法解决谜题并返回已解决的网格。如果谜题无解，则应返回 None。该函数还应验证输入网格以确保它是一个有效的数独谜题。

示例输出

Python

def solve_sudoku(grid):
   def is_valid(row, col, num):
       # Check if the number is valid in the current row and column
       for i in range(9):
           if grid[row][i] == num or grid[i][col] == num:
               return False

       # Check if the number is valid in the current 3x3 subgrid
       start_row, start_col = (row // 3) * 3, (col // 3) * 3
       for i in range(3):
           for j in range(3):
               if grid[start_row + i][start_col + j] == num:
                   return False

       return True

   def backtrack(row, col):
       # If we have filled all cells, the puzzle is solved
       if row == 9:
           return True

       # Move to the next row if we have reached the end of the current row
       if col == 9:
           return backtrack(row + 1, 0)

       # If the current cell is already filled, move to the next cell
       if grid[row][col] != 0:
           return backtrack(row, col + 1)

       # Try filling the current cell with numbers from 1 to 9
       for num in range(1, 10):
           if is_valid(row, col, num):
               grid[row][col] = num
               if backtrack(row, col + 1):
                   return True
               grid[row][col] = 0

       # If no valid number is found, backtrack
       return False

   # Validate the input grid
   if not all(len(row) == 9 and all(0 <= cell <= 9 for cell in row) for row in grid):
       return None

   # Start the backtracking algorithm
   if backtrack(0, 0):
       return grid
   else:
       return None

API 请求

Was this page helpful?