The authors recently discovered some interesting relations between the Black-Scholes formula and last passage times of the Brownian exponential martingales, which invites one to seek analogous results for last passage times up to a finite horizon. This is achieved in the present paper, where Yuri's formula, as originally presented in Akahori, Imamura and yano (2008), is also derived
The three dimensional black hole solution of Einstein equations with negative cosmological constant ...
One of the unitary forms of the quantum mechanical time evolution operator is given by Cayley's appr...
AbstractIn this paper we obtain an improved asymptotic formula on the frequency of k-free numbers wi...
The authors recently discovered some interesting relations between the Black-Scholes formula and las...
We obtain the Laplace transform and integrability properties of the integral over $\Bbb R_+$ of the ...
AbstractIn this article, we revisit Ramanujan's cubic analogue of Jacobi's inversion formula for the...
AbstractBy making use of the familiar group-theoretic (Lie algebraic) method of Louis Weisner (1899–...
One of the unitary forms of the quantum mechanical time evolution operator is given by Cayley's appr...
AbstractWe shall extract the essence of the Adamchik–Srivastava generating function method (Analysis...
AbstractAs a generalization of Calkin's identity and its alternating form, we compute a kind of bino...
AbstractWe study, by probabilistic methods, some classes of Schrödinger equations related to time-de...
In this paper for the Mittag-Leffler function E_α (z) we dene E_α (t^α A), when A is the generator o...
AbstractThe aim of this paper is to obtain an asymptotic formula for each solution of a l2-perturbed...
AbstractLet μ be a finite positive Borel measure supported on [-1,1] and introduce the discrete Sobo...
AbstractWe prove addition formulas for some polynomials built on combinatorial sequences (Catalan nu...
The three dimensional black hole solution of Einstein equations with negative cosmological constant ...
One of the unitary forms of the quantum mechanical time evolution operator is given by Cayley's appr...
AbstractIn this paper we obtain an improved asymptotic formula on the frequency of k-free numbers wi...
The authors recently discovered some interesting relations between the Black-Scholes formula and las...
We obtain the Laplace transform and integrability properties of the integral over $\Bbb R_+$ of the ...
AbstractIn this article, we revisit Ramanujan's cubic analogue of Jacobi's inversion formula for the...
AbstractBy making use of the familiar group-theoretic (Lie algebraic) method of Louis Weisner (1899–...
One of the unitary forms of the quantum mechanical time evolution operator is given by Cayley's appr...
AbstractWe shall extract the essence of the Adamchik–Srivastava generating function method (Analysis...
AbstractAs a generalization of Calkin's identity and its alternating form, we compute a kind of bino...
AbstractWe study, by probabilistic methods, some classes of Schrödinger equations related to time-de...
In this paper for the Mittag-Leffler function E_α (z) we dene E_α (t^α A), when A is the generator o...
AbstractThe aim of this paper is to obtain an asymptotic formula for each solution of a l2-perturbed...
AbstractLet μ be a finite positive Borel measure supported on [-1,1] and introduce the discrete Sobo...
AbstractWe prove addition formulas for some polynomials built on combinatorial sequences (Catalan nu...
The three dimensional black hole solution of Einstein equations with negative cosmological constant ...
One of the unitary forms of the quantum mechanical time evolution operator is given by Cayley's appr...
AbstractIn this paper we obtain an improved asymptotic formula on the frequency of k-free numbers wi...