18 citations · 88 across the 21 of their papers we have counts for
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math-ph2015
Real Functions for Physics
Jorge L. deLyra
A new classification of real functions and other related real objects defined within a compact interval is proposed. The scope of the classification includes normal real functions…
math.CV2015★ 7 cited
Fourier Theory on the Complex Plane V: Arbitrary-Parity Real Functions, Singular Generalized Functions and Locally Non-Integrable Functions
Jorge L. deLyra
A previously established correspondence between definite-parity real functions and inner analytic functions is generalized to real functions without definite parity properties. The…
math.CV2015★ 6 cited
Fourier Theory on the Complex Plane IV: Representability of Real Functions by their Fourier Coefficients
Jorge L. deLyra
The results presented in this paper are refinements of some results presented in a previous paper. Three such refined results are presented. The first one relaxes one of the basic…