Add to ORKGIn this paper, we introduce a distributional family K_{α,β} which is related to the Diamond operator ♦^k iterated k-times. At first we study the properties of K_{α,β} and then we give a sense to the convolution product of K_{α,β}∗ K_{α',β'}
We consider the system of functions λ α r,n (x) (r ∈ N, n = 0, 1, 2, . . .), orthonormal respect to ...
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
AbstractWe construct the multiple Eisenstein series and we show a relation to the multiple cotangent...
In this paper, we introduce a distributional family K_{α,β} which is related to the Diamond operator...
Let B^α_C and B^α_A be ultrahyperbolic Bessel operator causal (anticausal) of the order α defined by...
AbstractIn this paper we prove a Tauberian theorem for (A)(C,α) summability method, which extends th...
The so called fractional deviation operators are introduced. This class of integral transforms appea...
AbstractFor expansion by Jacobi polynomials we relate smoothness given by appropriate K-functionals ...
We consider the spaces $\mathcal{F}_\mu$ of polynomial $\mu$-densities on the line as $\mathfrak{sl}...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractLet f∈C(R). We are interested in lower and upper bounds of the integrals∫hHΔt2f(x)t1+αdt, wh...
AbstractIf A is a sectorial operator on a Banach space X, then the space C([0,1];(X,D(A))θ,∞) is a s...
AbstractWe say that a matrix R∈Cn×n is k-involutory if its minimal polynomial is xk-1 for some k⩾2, ...
The main object of this paper is to derive several interesting argument properties of a linear opera...
We specialise an ingeniously contrived identity to obtain a plethora of startling combinatorial iden...
We consider the system of functions λ α r,n (x) (r ∈ N, n = 0, 1, 2, . . .), orthonormal respect to ...
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
AbstractWe construct the multiple Eisenstein series and we show a relation to the multiple cotangent...
In this paper, we introduce a distributional family K_{α,β} which is related to the Diamond operator...
Let B^α_C and B^α_A be ultrahyperbolic Bessel operator causal (anticausal) of the order α defined by...
AbstractIn this paper we prove a Tauberian theorem for (A)(C,α) summability method, which extends th...
The so called fractional deviation operators are introduced. This class of integral transforms appea...
AbstractFor expansion by Jacobi polynomials we relate smoothness given by appropriate K-functionals ...
We consider the spaces $\mathcal{F}_\mu$ of polynomial $\mu$-densities on the line as $\mathfrak{sl}...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractLet f∈C(R). We are interested in lower and upper bounds of the integrals∫hHΔt2f(x)t1+αdt, wh...
AbstractIf A is a sectorial operator on a Banach space X, then the space C([0,1];(X,D(A))θ,∞) is a s...
AbstractWe say that a matrix R∈Cn×n is k-involutory if its minimal polynomial is xk-1 for some k⩾2, ...
The main object of this paper is to derive several interesting argument properties of a linear opera...
We specialise an ingeniously contrived identity to obtain a plethora of startling combinatorial iden...
We consider the system of functions λ α r,n (x) (r ∈ N, n = 0, 1, 2, . . .), orthonormal respect to ...
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
AbstractWe construct the multiple Eisenstein series and we show a relation to the multiple cotangent...