In this paper, we propose a unified approach to matrix representations of different types of Appell polynomials. This approach is based on the creation matrix – a special matrix which has only the natural numbers as entries and is closely related to the well-known Pascal matrix. By this means, we stress the arithmetical origins of Appell polynomials. The approach also allows to derive, in a simplified way, the properties of Appell polynomials by using only matrix operations
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
In the last two years Frobenius-Euler polynomials have gained renewed interest and were studied by s...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In a unfied approach to the matrix representation of di erent types of real Appell polynomials was d...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
In the last two years Frobenius-Euler polynomials have gained renewed interest and were studied by s...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In this paper, we propose a unified approach to matrix representations of different types of Appell ...
In a unfied approach to the matrix representation of di erent types of real Appell polynomials was d...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
This paper deals with a unified matrix representation for the Sheffer polynomials. The core of the p...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
Recently the authors presented a matrix representation approach to real Appell polynomials essential...
In the last two years Frobenius-Euler polynomials have gained renewed interest and were studied by s...