👉 The term "conjugator" in the context of algebraic number theory refers to a function that takes two elements of a field and returns their product, where the coefficients are complex numbers. This operation is often used in the study of quadratic fields, which are extensions of the real numbers that contain a primitive element (the square root of -1) but also allow for the existence of additional roots. In other words, the conjugator function takes two elements of a field and returns their product as
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What is the definition of Conjugators? 🙋
👉 A conjugator is a device used in computer science to simplify and optimize the process of converting strings into numbers. It works by performing arithmetic operations on the string until it becomes a number. For example, if we have two strings "123" and "456", we can use a conjugator to convert them into a single number: - Conjugate first: 123 -> 9 456 -> 10 Then perform the operation
