AbstractThe Brownian motion with respect to the metric H3/2 on Diff(S1) has been constructed. It is realized on the group of homeomorphisms Homeo(S1). In this work, we shall resolve the stochastic differential equations on Homeo(S1) for a given drift Z
AbstractFor a positive Borel measure dμ, we prove that the constantγn(dν;dμ)≔supπ∈Pn⧹{0}∫−∞∞π2(x)dν(...
AbstractWe apply a time evolution approach to the statistical mechanics of one and two dimensional s...
AbstractConsidering five different parameters, we obtain some new Hilbert-type integral inequalities...
AbstractFor all metric Hs with s>1/2, the heat measures on free loop groups have been constructed by...
AbstractLet Mθ be the mean operator on the unit sphere in Rn, n⩾3, which is an analogue of the Stekl...
AbstractThe main purpose of this paper is to demonstrate that using modified Simpson’s quadrature ru...
AbstractFor a Jacobi matrix J on ℓ2(Z+) with Ju(n)=an−1u(n−1)+bnu(n)+anu(n+1), we prove that∑∣E∣>2(E...
AbstractIn this paper the constants of strong unicity of minimal projections onto some two-dimension...
AbstractWe establish that the elliptic equation Δu+K(x)up+μf(x)=0 in Rn has infinitely many positive...
AbstractIn the Lost Notebook, Ramanujan presents a truly enigmatic infinite product expansion for th...
In this comment we show that the statement in Ahluwalia et al. that the existence of Elko spinor fie...
AbstractIn this paper, by applying the discharging method, we prove that if G=(V,E) is a Δ-critical ...
AbstractThe present paper is a study of pseudo-Jacobi polynomials which have been defined on the pat...
AbstractIn this paper some characterizations of the ratio asymptotics for general polynomials are gi...
AbstractWe give a strong converse inequality of type B in terms of unified K-functional Kλα(f,t2)(0⩽...
AbstractFor a positive Borel measure dμ, we prove that the constantγn(dν;dμ)≔supπ∈Pn⧹{0}∫−∞∞π2(x)dν(...
AbstractWe apply a time evolution approach to the statistical mechanics of one and two dimensional s...
AbstractConsidering five different parameters, we obtain some new Hilbert-type integral inequalities...
AbstractFor all metric Hs with s>1/2, the heat measures on free loop groups have been constructed by...
AbstractLet Mθ be the mean operator on the unit sphere in Rn, n⩾3, which is an analogue of the Stekl...
AbstractThe main purpose of this paper is to demonstrate that using modified Simpson’s quadrature ru...
AbstractFor a Jacobi matrix J on ℓ2(Z+) with Ju(n)=an−1u(n−1)+bnu(n)+anu(n+1), we prove that∑∣E∣>2(E...
AbstractIn this paper the constants of strong unicity of minimal projections onto some two-dimension...
AbstractWe establish that the elliptic equation Δu+K(x)up+μf(x)=0 in Rn has infinitely many positive...
AbstractIn the Lost Notebook, Ramanujan presents a truly enigmatic infinite product expansion for th...
In this comment we show that the statement in Ahluwalia et al. that the existence of Elko spinor fie...
AbstractIn this paper, by applying the discharging method, we prove that if G=(V,E) is a Δ-critical ...
AbstractThe present paper is a study of pseudo-Jacobi polynomials which have been defined on the pat...
AbstractIn this paper some characterizations of the ratio asymptotics for general polynomials are gi...
AbstractWe give a strong converse inequality of type B in terms of unified K-functional Kλα(f,t2)(0⩽...
AbstractFor a positive Borel measure dμ, we prove that the constantγn(dν;dμ)≔supπ∈Pn⧹{0}∫−∞∞π2(x)dν(...
AbstractWe apply a time evolution approach to the statistical mechanics of one and two dimensional s...
AbstractConsidering five different parameters, we obtain some new Hilbert-type integral inequalities...
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