Function vstd::arithmetic::mul::lemma_mul_is_distributive_add

pub broadcast proof fn lemma_mul_is_distributive_add(x: int, y: int, z: int)

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ensures

#[trigger] (x * (y + z)) == x * y + x * z,

Proof that multiplication distributes over addition, specifically that x * (y + z) == x * y + x * z

Function vstd::arithmetic::mul::lemma_mul_is_distributive_addCopy item path