👉 Pseudofinally is a mathematical concept in algebra and analysis. It was introduced by Charles Hyers in 1907 as a way to extend the domain of the formal real numbers beyond the reals to include infinitesimals. In its simplest form, a pseudofinal is an infinitesimal number that can be expressed as a limit of infinitely many infinitesimal terms. For example, the set of all infinitesimal numbers forms a dense subset of the real numbers and has been used
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What is the definition of Pseudofinal? 🙋
👉 In mathematics and computer science, a pseudofinal is an object that represents the final result of a computation or the output of a function. It is often used in functional programming languages to encapsulate computations and return values, which can be useful for optimizing code and reducing overhead. For example, consider the following pseudofunction: ```python def my_function(x): y = x + 1 return y ``` In this pseudofunction, `x` is a variable
