Using formulas for certain quantities involving stable vectors, due to I. Molchanov, and in some cases utilizing the so-called divide and color model, we prove that certain families of integrals which, ostensibly, depend on a parameter are in fact independent of this parameter
AbstractWe consider the numerical evaluation of one-dimensional projections of general multivariate ...
Exact formulae are derived for certain integrals arising in the solution of potential problems by in...
The final version of the paper appears in: "Complex Analysis and Differential Equations" 64 (1999): ...
The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble ...
In this paper, we investigate algorithms stability for calculation of multidimensional integrals usi...
AbstractThe actual definition of the Nekrasov functions participating in the AGT relations implies a...
AbstractIt is shown that the ratio of the precision of the stable Kronrod extension to the precision...
18 pagesInternational audienceBy combining the findings of two recent, seminal papers by Nualart, Pe...
In this paper we evaluate a difficult integral that arose in the study of a class of differential op...
AbstractIn this paper we use the exact expression for the integralI(a,b;r)≔∫0∞x2x4+2ax2+1rx2+1xb+1dx...
We show that the refined Donaldson-Thomas invariants of $${\mathbb{C}^3}$$ C 3 , suitably normalized...
First we introduce the two tau-functions which appeared either as the τ -function of the integrable...
AbstractBy combining the findings of two recent, seminal papers by Nualart, Peccati and Tudor, we ge...
AbstractThe fact that geo-stable distributions do not have an explicit representation causes severe ...
AbstractThe authors use their recently proved integral inequality to obtain bounds for the covarianc...
AbstractWe consider the numerical evaluation of one-dimensional projections of general multivariate ...
Exact formulae are derived for certain integrals arising in the solution of potential problems by in...
The final version of the paper appears in: "Complex Analysis and Differential Equations" 64 (1999): ...
The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble ...
In this paper, we investigate algorithms stability for calculation of multidimensional integrals usi...
AbstractThe actual definition of the Nekrasov functions participating in the AGT relations implies a...
AbstractIt is shown that the ratio of the precision of the stable Kronrod extension to the precision...
18 pagesInternational audienceBy combining the findings of two recent, seminal papers by Nualart, Pe...
In this paper we evaluate a difficult integral that arose in the study of a class of differential op...
AbstractIn this paper we use the exact expression for the integralI(a,b;r)≔∫0∞x2x4+2ax2+1rx2+1xb+1dx...
We show that the refined Donaldson-Thomas invariants of $${\mathbb{C}^3}$$ C 3 , suitably normalized...
First we introduce the two tau-functions which appeared either as the τ -function of the integrable...
AbstractBy combining the findings of two recent, seminal papers by Nualart, Peccati and Tudor, we ge...
AbstractThe fact that geo-stable distributions do not have an explicit representation causes severe ...
AbstractThe authors use their recently proved integral inequality to obtain bounds for the covarianc...
AbstractWe consider the numerical evaluation of one-dimensional projections of general multivariate ...
Exact formulae are derived for certain integrals arising in the solution of potential problems by in...
The final version of the paper appears in: "Complex Analysis and Differential Equations" 64 (1999): ...
DOI
Add to ORKG