Exponential Function as a Polynomial of Non-Integer and Negative Exponents Newton Binomial Theorem Generalization Fractional Derivative of a Constant

In this paper, it will be shown a generalization of the series of the exponential function using non-integer and negative exponents for the correspondent polynomial.

Publication Details

Journal
Journal of Electrical Electronics Engineering
Published
2025-09-03
DOI
https://doi.org/10.33140/jeee.04.05.03
Primary Topic
Experimental and Theoretical Physics Studies
Type
article
Field-Weighted Citation Impact
0.00
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article

Exponential Function as a Polynomial of Non-Integer and Negative Exponents Newton Binomial Theorem Generalization Fractional Derivative of a Constant

Journal of Electrical Electronics Engineering
Experimental and Theoretical Physics Studies
article

Exponential Function as a Polynomial of Non-Integer and Negative Exponents Newton Binomial Theorem Generalization Fractional Derivative of a Constant

article en

Abstract

In this paper, it will be shown a generalization of the series of the exponential function using non-integer and negative exponents for the correspondent polynomial.

Journal of Electrical Electronics EngineeringVol. 4(5)
Openalex Percentile: Top 77%
Experimental and Theoretical Physics Studies
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Exponential Function as a Polynomial of Non-Integer and Negative Exponents Newton Binomial Theorem Generalization Fractional Derivative of a Constant · Journal of Electrical Electronics Engineering (2025) | TGRS Research Map | TGRS