Outrageously Funny Word Dictionary :: Nonsubstitution

👉 In mathematics, a non-substitutionary relation is a binary relation on a set that does not have any elements in common with its inverse. In other words, if you have a relation R on a set A and another relation S on A such that R ∩ S = φ (where φ is the empty set), then R cannot be expressed as the inverse of S. For example, consider the following binary relations on the set {1, 2, 3}: - R:

nonsubstitutionary

👉 In mathematics, a non-substitutionally defined function is a mathematical function that does not have any inverse. In other words, a non-substitutionally defined function does not have an output value that can be paired with an input value to produce a unique output value. For example, consider the function f(x) = 2x + 1. This function has no inverse since for every x in its domain (the set of all real numbers), there is only one y that satisfies the equation

nonsubstitutionally

👉 The term "non-substitutional" refers to a type of substitution cipher where each letter in a message is replaced by another letter, but no letters are repeated. This means that no two identical letters are used in any given position. For example, if the original message was "Hello World", the non-substitutional cipher would be "Hloewd Wo".

nonsubstitutional

👉 A non-substitution is a mathematical operation that requires two or more variables to be replaced with values. For example, in addition, subtraction, multiplication, and division, there are operations that do not require substituting any value for the variable. These operations include addition (2 + 3), subtraction (-1 - 5), multiplication (4
6), and division (/).

nonsubstitution