Polynomials  Theory and Applications 

<br/><br/><br/>English[eng] 
<br/><br/><label>Subjects--Topical Terms: </label><br/>differential equations, heat equation||Hermite Kampé de Fériet polynomials||Hermite polynomials||generating functions||degenerate Bernstein polynomials||degenerate Bernstein operators||degenerate Euler polynomials||variational methods||fractional Choquard equation||ground state solution||vanishing potential||positively quadratically hyponormal||quadratically hyponormal||unilateral weighted shift||recursively generated||Fubini polynomials||Euler polynomials||Bernoulli polynomials||truncated exponential polynomials||Stirling numbers of the second kind||differential equations||Bell polynomials||r-Bell polynomials||(r, β)-Bell polynomials||zeros||Möbius function||divisor functions||Euler totient function||hydraulic resistance||pipe flow friction||Colebrook equation||Colebrook–White experiment||floating-point computations||approximations||Padé polynomials||symbolic regression||orthogonal polynomials||difference-differential operator||supersymmetry||Konhauser matrix polynomial||generating matrix function||integral representation||fractional integral||degenerate Fubini polynomials||Stirling numbers