👉 Automorphic is a term in mathematics that refers to a mathematical object or process that is inherently related to the properties of numbers. This can include, but is not limited to, integers, fractions, real numbers, and complex numbers. Automorphic objects are those that have a property that is invariant under certain transformations such as rotations, translations, reflections, or scaling. In mathematics, automorphic functions are particular types of analytic functions that possess properties that are naturally related to the properties of numbers. These functions
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What is the definition of Automorphically? 🙋
👉 Automorphically is a mathematical concept that refers to the property of a group being an abelian group under certain operations. It's often used in algebra and geometry, especially in topology and geometry. In the context of a group, "automorphically" means that the group operation is preserved by some transformation (automorphism) on the group. This means that if you apply any specific operation to the elements of the group, such as multiplying an element by another or rotating it around a certain point
