We introduce a technique for the exact computation of any functiona integral corresponding to a (Euclidean) Lagrangian of the form {Mathematical expression} The trick may be of use for other classes of path integrals, provided that their super-symmetric extensions have a local Nicolai mappin
A general and simple framework for treating path integrals on curved manifolds is presented. The cru...
The technical problem of deriving the full Green functions of the elementary pion fields of the nonl...
Extension of Feynman's path integral to quantum mechanics of noncommuting spatial coordinates is con...
An exact expression for the calculation of gaussian path integrals involving non-local potentials is...
An exact expression for the calculation of gaussian path integrals involving non-local potentials is...
AbstractThe method which was used in a preceding article for the analytical evaluation of Gaussian p...
AbstractIn the introductory Section 1, it is outlined how path-integrals have made their appearance ...
A general framework for treating path integrals on curved manifolds is presented. We also show how t...
We have formulated a path integral theory on the basis of a mathe-matical theorem. We have presented...
AbstractA new approach for constructing variational integrators is presented. In the general case, t...
A method for deriving the Schrodinger equation for Lagrangian path integral with scaling of local ti...
This Article is brought to you for free and open access by the Research Papers in Physics and Astron...
7+4 pages (main text + supplementary information), 1 figure, 1 tablePath integrals are a central too...
We present a way for calculating the Lagrangian path integral measure directly from the Hamiltonian ...
The incorporation of two- and three-dimensional Δ-function perturbations into the path integral form...
A general and simple framework for treating path integrals on curved manifolds is presented. The cru...
The technical problem of deriving the full Green functions of the elementary pion fields of the nonl...
Extension of Feynman's path integral to quantum mechanics of noncommuting spatial coordinates is con...
An exact expression for the calculation of gaussian path integrals involving non-local potentials is...
An exact expression for the calculation of gaussian path integrals involving non-local potentials is...
AbstractThe method which was used in a preceding article for the analytical evaluation of Gaussian p...
AbstractIn the introductory Section 1, it is outlined how path-integrals have made their appearance ...
A general framework for treating path integrals on curved manifolds is presented. We also show how t...
We have formulated a path integral theory on the basis of a mathe-matical theorem. We have presented...
AbstractA new approach for constructing variational integrators is presented. In the general case, t...
A method for deriving the Schrodinger equation for Lagrangian path integral with scaling of local ti...
This Article is brought to you for free and open access by the Research Papers in Physics and Astron...
7+4 pages (main text + supplementary information), 1 figure, 1 tablePath integrals are a central too...
We present a way for calculating the Lagrangian path integral measure directly from the Hamiltonian ...
The incorporation of two- and three-dimensional Δ-function perturbations into the path integral form...
A general and simple framework for treating path integrals on curved manifolds is presented. The cru...
The technical problem of deriving the full Green functions of the elementary pion fields of the nonl...
Extension of Feynman's path integral to quantum mechanics of noncommuting spatial coordinates is con...
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