AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generating functions for the Hermite type Genocchi polynomials and numbers [6]. In this paper, we investigate some interesting properties arising from umbral calculus. These properties are useful in deriving some identities of Bernoulli polynomials.VideoFor a video summary of this paper, please click here or visit http://youtu.be/r7_Bbf0BDbs
AbstractWe present some standard results in the theory of polynomials of binomial type from a differ...
Finkelshtein D, Kondratiev Y, Lytvynov E, Oliveira MJ. An infinite dimensional umbral calculus. JOUR...
We derive numerous identities for multivariate q- Euler polynomials by using the umbral calculus
AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generatin...
Recently, Dere and Simsek (2012) have studied the applications of umbral algebra to some special ...
In this paper, by applying umbral calculus methods to generating functions for the combinatorial num...
The aim of this paper is to deal with applications of umbral calculus on fermionic p-adic integral o...
We develop a new method of umbral nature to treat blocks of Hermite and of Hermite like polynomials ...
AbstractThe current article focus on the ordinary Bernoulli, Euler and Genocchi numbers and polynomi...
AbstractUsing random variables as motivation, this paper presents an exposition of formalisms develo...
AbstractWe use methods of umbral calculus and algebraic nature to make some progress in the theory o...
We present a variety of q-formulas linked together by the q-umbral calculus introduced here, equival...
In this paper, by the classical umbral calculus method, we establishidentities involving the Appell ...
We discuss some outcomes of an umbral generalization of the Abel identity. First we prove that a con...
The aim of this paper is to define the generating functions of the Bernoulli, Euler and Genocchi pol...
AbstractWe present some standard results in the theory of polynomials of binomial type from a differ...
Finkelshtein D, Kondratiev Y, Lytvynov E, Oliveira MJ. An infinite dimensional umbral calculus. JOUR...
We derive numerous identities for multivariate q- Euler polynomials by using the umbral calculus
AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generatin...
Recently, Dere and Simsek (2012) have studied the applications of umbral algebra to some special ...
In this paper, by applying umbral calculus methods to generating functions for the combinatorial num...
The aim of this paper is to deal with applications of umbral calculus on fermionic p-adic integral o...
We develop a new method of umbral nature to treat blocks of Hermite and of Hermite like polynomials ...
AbstractThe current article focus on the ordinary Bernoulli, Euler and Genocchi numbers and polynomi...
AbstractUsing random variables as motivation, this paper presents an exposition of formalisms develo...
AbstractWe use methods of umbral calculus and algebraic nature to make some progress in the theory o...
We present a variety of q-formulas linked together by the q-umbral calculus introduced here, equival...
In this paper, by the classical umbral calculus method, we establishidentities involving the Appell ...
We discuss some outcomes of an umbral generalization of the Abel identity. First we prove that a con...
The aim of this paper is to define the generating functions of the Bernoulli, Euler and Genocchi pol...
AbstractWe present some standard results in the theory of polynomials of binomial type from a differ...
Finkelshtein D, Kondratiev Y, Lytvynov E, Oliveira MJ. An infinite dimensional umbral calculus. JOUR...
We derive numerous identities for multivariate q- Euler polynomials by using the umbral calculus