Home
Random
Nearby
Log in
Settings
Donate
About Wikidata
Disclaimers
Search
(Q56288614)
Watch
English
On the theory of general partial differential operators
scientific article and doctoral dissertation by Lars Hormander
In more languages
edit
Statements
instance of
scholarly article
0 references
doctoral thesis
0 references
title
On the theory of general partial differential operators
(English)
0 references
author
Lars Hörmander
series ordinal
1
object named as
Lars Hörmander
0 references
dissertation submitted to
Lund University
1 reference
reference URL
https://portal.research.lu.se/en/publications/on-the-theory-of-general-partial-differential-operators
language of work or name
English
0 references
publication date
1955
1 reference
stated in
Mathematics Genealogy Project
full work available at URL
https://projecteuclid.org/journals/acta-mathematica/volume-94/issue-none/On-the-theory-of-general-partial-differential-operators/10.1007/BF02392492.full
0 references
published in
Acta Mathematica
publication date
1955
volume
94
page(s)
161-248
number of pages
88
1 reference
reference URL
https://link.springer.com/article/10.1007/BF02392492
maintained by WikiProject
WikiProject Mathematics
0 references
exact match
https://scigraph.springernature.com/pub.10.1007/bf02392492
0 references
cites work
THE EIGENFUNCTION EXPANSION THEOREM FOR THE GENERAL SELF-ADJOINT SINGULAR ELLIPTIC PARTIAL DIFFERENTIAL OPERATOR. I. THE ANALYTICAL FOUNDATION.
0 references
EIGENFUNCTION EXPANSIONS FOR SINGULAR ELLIPTIC OPERATORS. II. THE HILBERT SPACE ARGUMENT; PARABOLIC EQUATIONS ON OPEN MANIFOLDS.
0 references
A New Decision Method for Elementary Algebra
1 reference
stated in
COCI
retrieved
19 June 2022
reference URL
https://opencitations.net/index/coci/api/v1/references/10.1007/BF02392492
About adjoint functional operators
1 reference
stated in
COCI
retrieved
19 June 2022
reference URL
https://opencitations.net/index/coci/api/v1/references/10.1007/BF02392492
On the differentiability of the solutions of linear elliptic differential equations
1 reference
stated in
COCI
retrieved
19 June 2022
reference URL
https://opencitations.net/index/coci/api/v1/references/10.1007/BF02392492
Identifiers
DOI
10.1007/BF02392492
0 references
Google Books ID
HLULMwEACAAJ
0 references
Mathematical Reviews ID
76151
0 references
zbMATH Open document ID
0067.32201
0 references
Sitelinks
Wikipedia
(0 entries)
edit
Wikibooks
(0 entries)
edit
Wikinews
(0 entries)
edit
Wikiquote
(0 entries)
edit
Wikisource
(0 entries)
edit
Wikiversity
(0 entries)
edit
Wikivoyage
(0 entries)
edit
Wiktionary
(0 entries)
edit
Multilingual sites
(0 entries)
edit
