What is the definition of Deipotent? 🙋 🔍
In mathematics, a deipotent matrix is a square matrix that has a non-zero eigenvalue of 1. The term "deipotent" comes from the Latin word "deipotes," which means "elevated" or "raised." A deipotent matrix can be used to represent an invertible matrix. For example, if A is a deipotent matrix, then there exists a unique inverse matrix B such that AB = BA = I, where I is the identity