👉 A scalar-formally is a mathematical concept in functional analysis, particularly with regard to vector spaces and their inner product. It refers to a linear map that satisfies certain properties that allow it to be represented as a sum of a scalar multiple of one element of the space and another, which makes it easier to work with and understand. In essence, a scalar-formally maps each element in a vector space into an element of the same space while preserving all its structure. This property is crucial for many applications

scalariformly

👉 A scalariform is a mathematical concept that describes a function of one variable, where every input produces exactly one output. This means that if you give it a value, the function will always produce that same value regardless of how you assign it to the input. For example, in the equation y = x^2 - 3x + 1, if we substitute x with 0 and get y, then y is equal to 0^2 - 3
0 + 1,

scalariform