👉 In mathematics, a semiformal is an algebraic structure that has both an additive and a multiplicative group. It is a type of algebraic variety that can be defined by specifying its closure under addition and multiplication operations. A semiformal is defined as follows: 1. Closure under addition: The set of all elements in the semiformal can be represented by the set of all finite sums of elements from the semiformal, where each summand is an element of the semiformal. 2. Closure
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