Results 1 to 6 of about 6 (6)
Independence polynomials and hypergeometric series
Abstract Let Γ be a simple graph and IΓ(x) its multivariate independence polynomial. The main result of this paper is the characterization of chordal graphs as the only Γ for which the power series expansion of IΓ−1(x) is Horn hypergeometric.
Danylo Radchenko +1 more
wiley +1 more source
K‐Bessel functions in two variables
The Bessel‐Muirhead hypergeometric system (or 0F1‐system) in two variables (and three variables) is solved using symmetric series, with an explicit formula for coefficients, in order to express the K‐Bessel function as a linear combination of the J‐solutions. Limits of this method and suggestions for generalizations to a higher rank are discussed.
Hacen Dib
wiley +1 more source
The Y‐function has emerged as a significant tool in generalized fractional calculus due to its ability to unify and extend numerous classical special functions and hypergeometric‐type functions. Applying the Marichev–Saigo–Maeda fractional integration and differentiation operators of any complex order to the Y‐function, this study establishes four ...
Engdasew Birhane +2 more
wiley +1 more source
Integral formulas play an important part in solving complicated scientific and technical problems. With this in mind, this study creates three essential formulas. These formulas include the product of the multivariable Aleph function, the general class of Srivastava’s polynomials, the M‐series, and hypergeometric functions.
Alok Bhargava +3 more
wiley +1 more source
Background – Supplementation of polyunsaturated fatty acids (PUFA) enables dose reduction of prednisolone and ciclosporin in canine atopic dermatitis (cAD). Objective – To determine if oral administration of PUFA can reduce the dose of oclacitinib for cAD. Conclusion – Oral supplementation of PUFA allowed dose reduction of oclacitinib and improved pVAS,
Laura Schäfer, Nina Thom
wiley +1 more source

