Skip to main content
Login

Register
Local Quantum Physics Crossroads
An international platform for information exchange among scientists working on
mathematical, conceptual, and constructive problems in
local relativistic quantum physics (LQP).
Navigation
Papers
Bibliography
Events
Archive
Colloquium
Jobs
People
Help
About
Papers
You can search for title, abstract, author name, and publication year/month.
On the Cauchy problem for Friedrichs systems on globally hyperbolic manifolds with timelike boundary
Nicolas Ginoux
,
Simone Murro
July 06, 2020
symmetric hyperbolic systems
,
symmetric positive systems
,
admissible boundary conditions
,
Dirac operator
,
normally hyperbolic operator
,
KleinGordon operator
,
heat operator
,
reactiondiffusion operator
,
globally hyperbolic manifolds with timelike boundary.
open access link
Adv. Differential Equations 27(7/8): 497542 (2022)
article file
User login
Username
*
Password
*
Create new account
Request new password
user nick
Please provide an optional nickname.
Filter: Keyword
()
Remove reactiondiffusion operator filter
reactiondiffusion operator
admissible boundary conditions (1)
Apply admissible boundary conditions filter
Dirac operator (1)
Apply Dirac operator filter
globally hyperbolic manifolds with timelike boundary. (1)
Apply globally hyperbolic manifolds with timelike boundary. filter
heat operator (1)
Apply heat operator filter
KleinGordon operator (1)
Apply KleinGordon operator filter
normally hyperbolic operator (1)
Apply normally hyperbolic operator filter
symmetric hyperbolic systems (1)
Apply symmetric hyperbolic systems filter
symmetric positive systems (1)
Apply symmetric positive systems filter
Filter: Author
N. Ginoux (1)
Apply N. Ginoux filter
S. Murro (1)
Apply S. Murro filter
Filter: Publication Date
July 2020 (1)
Apply July 2020 filter