On the Complex Conjugate Series for Pi
Thiago Netto

TL;DR
This paper presents a novel approach to deriving infinite series for Pi using complex conjugates, offering potentially new insights into Pi's mathematical properties.
Contribution
Introduces a new method for obtaining Pi series through complex conjugates, expanding existing mathematical techniques.
Findings
Derivation of new Pi series involving complex conjugates
Potential applications in mathematical analysis of Pi
Enhanced understanding of complex conjugate series
Abstract
It will be shown a different way to find infinite series for Pi involving complex conjugates.
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Taxonomy
TopicsAdvanced Mathematical Identities · Mathematics and Applications · Advanced Combinatorial Mathematics
