The functional Ito calculus is a non-anticipative functional calculus which extends the classical Ito calculus to path-dependent functionals of a stochastic process. A key ingredient is a change of ...

The Rocky Mountain Journal of Mathematics, Vol. 39, No. 5 (2009), pp. 1467-1496 (30 pages) In this expository paper, we describe the Weyl calculus for bounded, self-adjoint operators acting on a ...

Abstract: Connections between the theorems of Bussgang, Price, McMahon, Novikov, and Wiener are established, and new theorems are introduced for nonlinear functionals of Gaussian random processes by ...

To explore the expressions of calculus-related functional proteins in the ureteral calculus-adhered polyp tissues and investigate the role of these proteins in the formation of adhesions between the ...

An illustration of a magnifying glass. An illustration of a magnifying glass.

Two uniqueness results concerning Frechet module structures over algebras of holomorphic functions defined on some complex manifolds are presented, containing as particular cases uniqueness theorems ...