👉 In mathematics, an isogeny or isogonic relation between two algebraic structures can be defined as a map that preserves certain properties of the underlying structures. Specifically, if A and B are algebraic structures, then an isogeny f from A to B is a homomorphism such that for all elements a in A and b in B: 1. (a) f(a) = f(b). 2. (b) If x ∈ A and y ∈ B, then f
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What is the definition of Isologue? 🙋
👉 The term "isologue" refers to a specific type of isomorphism between two different isotopes, which are identical in mass but differ in their atomic number. Isotopes can be defined as particles that have the same number of protons and neutrons, but with different masses. The isotope with more neutrons (the heavier one) is called the isotope of higher mass, while the lighter one is called the isotope of lower mass. For example, if you have two
