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Institute
- Institut für Mathematik (427) (remove)
Wo bleibt das Subversive?
(1999)
Toeplitz operators, and ellipticity of boundary value problems with global projection conditions
(2003)
The homotopy classification and the index of boundary value problems for general elliptic operators
(1999)
The equivalence of Darmois-Israel- and distributional-method for thin shells in general relavitity
(1996)
Symplectic geometry, wigner-weyl-moyal calculus, and quantum mechanics, in phase space ; Part 3
(2006)
Symplectic geometry, wigner-weyl-moyal calculus, and quantum mechanics, in phase space ; Part 2
(2006)
Symplectic geometry, wigner-weyl-moyal calculus, and quantum mechanics, in phase space ; Part 1
(2006)
Symmetrie und Quantentheorie
(1995)
Stoffdynamik in Geosystemen
(1995)
Die Reihe 'Stoffdynamik in Geosystemen' hat ihre Wurzeln in der interdisziplinären Projektarbeit der gleichnamigen Arbeitsgruppe. Im ersten Band'Wenn Abwasser die Landschaft verändert...' wurden am Beispiel der Abwasserbodenbehandlung die Probleme diskutiert und dokumentiert, welche aus der Überprägung von Naturräumen durch die Tätigkeit des Menschen resultieren. Im Band 2 'Neue Cocktails nur mit bewährten Rezepten?' wurde über die Weiter-entwicklung der theoretischen und methodischen Ansätze berichtet. Mathematische bzw. geophysikalische Methoden zur Aufklärung von Dynamik bzw. Struktur der Geosysteme bildeten den Gegenstand der 1999 und 2000 erschienen beiden Bände 'Nichtlineare Methoden zur Datenanalyse' bzw. 'Geophysik für Landwirtschaft und Bodenkunde'
Schwache Kongruenzebenen
(1996)
A doppelalgebra is an algebra defined on a vector space with two binary linear associative operations. Doppelalgebras play a prominent role in algebraic K-theory. We consider doppelsemigroups, that is, sets with two binary associative operations satisfying the axioms of a doppelalgebra. Doppelsemigroups are a generalization of semigroups and they have relationships with such algebraic structures as interassociative semigroups, restrictive bisemigroups, dimonoids, and trioids.
In the lecture notes numerous examples of doppelsemigroups and of strong doppelsemigroups are given. The independence of axioms of a strong doppelsemigroup is established. A free product in the variety of doppelsemigroups is presented. We also construct a free (strong) doppelsemigroup, a free commutative (strong) doppelsemigroup, a free n-nilpotent (strong) doppelsemigroup, a free n-dinilpotent (strong) doppelsemigroup, and a free left n-dinilpotent doppelsemigroup. Moreover, the least commutative congruence, the least n-nilpotent congruence, the least n-dinilpotent congruence on a free (strong) doppelsemigroup and the least left n-dinilpotent congruence on a free doppelsemigroup are characterized.
The book addresses graduate students, post-graduate students, researchers in algebra and interested readers.
Relative elliptic theory
(2002)
Pseudodifferential Operators
(2003)