COMPUTATION OF THE BEST STANDARD DEVIATION BY LEJANDRE POLYNOMIALS IN A COMPUTER MATHEMATICS SYSTEM

The extensive practical applications of Lejandre polynomials, in conjunction with the development of computer mathematics systems, have engendered a series of prerequisites that are conducive to the expansion of the possibilities for the application of mathematical methods. The contemporary challenge lies in identifying effective calculation and application methodologies for these polynomials within the framework of analytical calculations. The present paper proposes a code for calculating the best standard deviation by Lejandre polynomials with graphical visualisation in Maple.

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Publication Details

Journal
Mechanics and Technologies
Published
2025-03-30
DOI
https://doi.org/10.55956/qsyj5911
Primary Topic
Numerical Methods and Algorithms
Type
article
Field-Weighted Citation Impact
0.00
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article

COMPUTATION OF THE BEST STANDARD DEVIATION BY LEJANDRE POLYNOMIALS IN A COMPUTER MATHEMATICS SYSTEM

Yu.R. Krahmaleva
Mechanics and Technologies
Numerical Methods and Algorithms
article

COMPUTATION OF THE BEST STANDARD DEVIATION BY LEJANDRE POLYNOMIALS IN A COMPUTER MATHEMATICS SYSTEM

Yu.R. Krahmaleva
article en

Abstract

The extensive practical applications of Lejandre polynomials, in conjunction with the development of computer mathematics systems, have engendered a series of prerequisites that are conducive to the expansion of the possibilities for the application of mathematical methods. The contemporary challenge lies in identifying effective calculation and application methodologies for these polynomials within the framework of analytical calculations. The present paper proposes a code for calculating the best standard deviation by Lejandre polynomials with graphical visualisation in Maple.

Mechanics and Technologies(1)
M. Kh Dulati Taraz State University (KZ)
Openalex Percentile: Top 89%
Numerical Methods and Algorithms
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