Generalized Pythagorean Theorem and Generalized Derivative
DOI: 10.54647/mathematics110544 11 Downloads 161 Views
Author(s)
Abstract
This paper extends the derivative to affine coordinate systems, introduces the generalized derivative, presents its applications, and expands the theoretical foundation of mathematics!
Keywords
generalized Pythagorean theorem,generalized derivative,rank of triangle,generalized sine,generalized cosine,generalized tangent,generalized secant
Cite this paper
Zhou Zhongwang,
Generalized Pythagorean Theorem and Generalized Derivative
, SCIREA Journal of Mathematics.
Volume 10, Issue 3, June 2025 | PP. 57-68.
10.54647/mathematics110544
References
[ 1 ] | Zhou Zhongwang.Generalized Pythagorean Theorem[J].SCIREA Journal of Mathematics.2025,10(1),1-7. |
[ 2 ] | Zhou Zhongwang.A New Method For Calculating the Distance Between Two Points On a Plane[J].SCIREA Journal of Mathematics.2025,10(1),8-14. |
[ 3 ] | Zhou Zhongwang.A Note On “A New Method For Calculating the Distance Between Two Points On a Plane”[J].SCIREA Journal of Mathematics.2025,10(2),15-20. |