The topics include a level set method for the numerical simulation of damage evolution, some nonlinear problems involving non-local diffusions, radar imaging, the multiscale analysis of density function theory, asymptotic solutions of Hamilton-Jacobi equations for large time and related topics, second-order partial differential equations and deterministic games, order-value optimization and new applications, visibility and invisibility, and the life and work of Leonhard Euler.
What does HJE stand for?
HJE stands for Hamilton-Jacobi Equation (physics)
This definition appears very frequently and is found in the following Acronym Finder categories:
- Science, medicine, engineering, etc.
See other definitions of HJE
We have 1 other meaning of HJE in our Acronym Attic
- Histiocytosis with Joint Contractures and Sensorineural Deafness
- Houston Jewish Community Foundation (Texas)
- Hebrew and Jewish Cultural Studies
- Humanistic Jewish Congregation of San Diego (California; est. 1985)
- Harvard Jolly Clees Toppe (architects)
- Handigodu Joint Disease
- Heliocentric Julian Day/Date (astronomy)
- Hospital for Joint Diseases
- Hunter-Jumper-Dressage (Easton, CT)
- Himalayan Journal of Development and Democracy
- Harga Jual Eceran (Indonesia)
- Hitotsubashi Journal of Economics (Japan)
- Hungarian Journal of English and American Studies
- Hong Jing Environment Company (industrial waste recycling)
- Hartford Jobs Funnel (Hartford, CT)
- Hautes Juridictions Francophones (French: Francophone High Courts)
- Henry Jackson Foundation (Rockville, MD)
- Highland Joint Formulary (medical information resource)
- Houston Junior Forum (Texas)
- Human Conjunctival Fibroblast (ophthalmology)
Samples in periodicals archive:
The Hamilton-Jacobi equation is derived for such motion and the effects of the curvature upon the quantization are analyzed, starting from a generalization of the Klein-Gordon equation in curved spaces.
Recall that the QCM general wave equation derived from the general relativistic Hamilton-Jacobi equation is approximated by a Schrodinger-like wave equation and that a QCM quantization state is completely determined by the system's total baryonic mass M and its total angular momentum [H.
It is then shown that the Schrodinger equation can be derived after using the Hamilton-Jacobi equation in conjunction with the continuity equation and where the "quantum force" arising from Bohm's quantum potential Q can be related to (or described by) the Weyl geometric properties of space.
Other topics include homogenization of stochastic Hamilton-Jacobi equations, general relative entropy in a nonlinear McKendrick model, pointwise Fourier inversion in analysis and geometry, and a class of one-dimensional Markov processes with continuous paths.