-
Michael E. Taylor,
Pseudodifferential Operators,
Princeton Univ.
Press 1981. ISBN 0-691-08282-0 M. A. Shubin,
Pseudodifferential Operators and Spectral...
- S(X)) (clutching functions) and
symbols of
elliptic pseudodifferential operators.
Pseudodifferential operators have an order,
which can be any real number...
- 031. hdl:1721.1/122980. S2CID 49413118. Taylor,
Michael E. (1991).
Pseudodifferential operators and
nonlinear PDE. Boston: Birkhäuser. ISBN 978-0-8176-3595-4...
- (pseudo)
differential equation P u = f {\displaystyle Pu=f} for a
pseudodifferential operator P {\displaystyle P} on a
smooth manifold. It says that the...
-
elliptic differential operators and, more generally, of
hypoelliptic pseudodifferential operators with
variable coefficient,
since for such
operators over...
- co-direction of
Sylvie Paycha and Akry Koulibaly. Her Ph.D.
thesis was
about pseudodifferential operators and was
accepted in 2009.
Ouedraogo is the
first Burkinabé...
-
properties under the
Fourier transform that make it
ideal for the
study of
pseudodifferential operators.
Using these methods on a
compact Riemannian manifold, one...
- of
algebras of
singular integral operators (as well as
algebras of
pseudodifferential operators).
Thereby he
extended the
operator symbol calculus from...
- Komatsu,
Hikosaburo (2002). "Fourier's
hyperfunctions and Heaviside's
pseudodifferential operators". In
Takahiro Kawai;
Keiko Fujita (eds.).
Microlocal Analysis...
- Raymond,
Xavier (1991).
Elementary Introduction to the
Theory of
Pseudodifferential Operators. Chap 1.1 . CRC Press. ISBN 0-8493-7158-9 This
article incorporates...
