AbstractIn this work, we study a family of regular graphs using the 2ν×2ν symplectic group modulo pn, where p is a prime and n and ν are positive integers. We find that this graph is strongly regular only when ν=1. In addition, we define the symplectic graphs of a symplectic space V over a commutative ring R and show that it is vertex transitive and edge transitive when R has stable range one, which is the case for Zpn
We consider functions f, analytic in the unit disc and of the normalised form f(z)=z+∑k=2∞akzk . For...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
Poi metterò quelli preparati per questo corso. Questi erano per un corso di dottorato anni fa
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
AbstractFor expansion by Jacobi polynomials we relate smoothness given by appropriate K-functionals ...
AbstractIn this paper we prove a Tauberian theorem for (A)(C,α) summability method, which extends th...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
AbstractLet q⩾0, p⩾0, T⩽∞, D=(0,a), D¯=[0,a], Ω=D×(0,T), and Lu=xqut−uxx. This article considers the...
AbstractThe paper deals with absolute summability factors for infinite series. The main purpose of t...
AbstractWe determine a condition on M, α, λ and μ for which|(1−α)(f(z)z)μ+αf′(z)(f(z)z)μ−1−1|<M impl...
AbstractWe consider the asymptotic relationship as n→∞ between the eigenvalues λ1n⩽⋯⩽λnn and μ1n⩽⋯⩽μ...
AbstractLet β be a real number. Then for almost all irrational α>0 (in the sense of Lebesgue measure...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractFor given positive integers n and a, let R(n;a) denote the number of positive integer soluti...
AbstractLet χ be the Dirichlet character modulo q⩾3 and L(s,χ) denote the corresponding Dirichlet L-...
We consider functions f, analytic in the unit disc and of the normalised form f(z)=z+∑k=2∞akzk . For...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
Poi metterò quelli preparati per questo corso. Questi erano per un corso di dottorato anni fa
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
AbstractFor expansion by Jacobi polynomials we relate smoothness given by appropriate K-functionals ...
AbstractIn this paper we prove a Tauberian theorem for (A)(C,α) summability method, which extends th...
AbstractLet A={a1,a2,…}(a1<a2<⋯) be an infinite sequence of nonnegative integers, let k≥2 be a fixed...
AbstractLet q⩾0, p⩾0, T⩽∞, D=(0,a), D¯=[0,a], Ω=D×(0,T), and Lu=xqut−uxx. This article considers the...
AbstractThe paper deals with absolute summability factors for infinite series. The main purpose of t...
AbstractWe determine a condition on M, α, λ and μ for which|(1−α)(f(z)z)μ+αf′(z)(f(z)z)μ−1−1|<M impl...
AbstractWe consider the asymptotic relationship as n→∞ between the eigenvalues λ1n⩽⋯⩽λnn and μ1n⩽⋯⩽μ...
AbstractLet β be a real number. Then for almost all irrational α>0 (in the sense of Lebesgue measure...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractFor given positive integers n and a, let R(n;a) denote the number of positive integer soluti...
AbstractLet χ be the Dirichlet character modulo q⩾3 and L(s,χ) denote the corresponding Dirichlet L-...
We consider functions f, analytic in the unit disc and of the normalised form f(z)=z+∑k=2∞akzk . For...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
Poi metterò quelli preparati per questo corso. Questi erano per un corso di dottorato anni fa
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