Experiments in Calculation with Arbitrary Numerical Precision
DOI:
https://doi.org/10.20873/uft.2675-3588.2023.v4n2.p77-82Keywords:
Numerical imprecision, mathematical problems, irrational numbers, transcendental numbers, number π, fibonacciAbstract
In programming language design projects, there is often a limitation on the maximum size allocated for certain variable types. This constraint poses challenges for applications that require more precise representation of numbers with a higher number of digits than the language’s capacity allows. In this research, we delve into the issue of numeric representation and, in order to address this concern, we employ computational techniques such as the utilization of arbitrary precision libraries. This article presents the initial findings of our research in calculating constants like Fibonacci and π, where partial success was achieved, and a potential solution to the encountered issues is proposed
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Copyright (c) 2023 Nathan Machado dos Santos, José Lucas Carvalho Silva, Rogério Azevedo Rocha, Tanilson Dias dos Santos, Mirray Victor Lima Oliveira
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