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The Cartesian product operation combines multiple sets to create a new set containing all possible combinations of elements in the input sets.
To perform a Cartesian product operation on a provided class structure (where a person has multiple dogs and each dog has multiple puppies), LINQ can be effectively leveraged.
First, create a Cartesian product function that takes multiple sets as input:
<code>public static IEnumerable<IEnumerable<T>> CartesianProduct<T>(params IEnumerable<T>[] sets) { if (sets.Length == 0) { return new[] { Enumerable.Empty<T>() }; } return sets[0].SelectMany(x => sets.Skip(1).Aggregate( new[] { x }, (acc, set) => CartesianProduct(acc, set) // 修正此处 )); }</code>
Then, apply the function to each dog’s set of puppies:
<code>var puppyCombinations = CartesianProduct( from dog in person.Dogs select dog.Puppies );</code>
This will generate a sequence of sequences, where each internal sequence represents a combination of one puppy from each dog. The resulting combination can be accessed and processed depending on the need. (The code here has been slightly adjusted to improve readability and potential efficiency, depending on the implementation of the CartesianProduct
function.)
Note: The implementation of the above CartesianProduct
function may need further improvement to handle empty collections or other edge cases to ensure its robustness and efficiency. A cleaner, easier-to-understand recursive implementation might be more suitable.
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