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Number of items: 65.

Hofmann, Karl H. and Michaelis, W. J. (2006):
Commuting exponentials in a rea Lie group.
In: Mathematical proceedings of the Cambridge Philosophical Society, pp. 317-338, 141, [Article]

Hofmann, Karl H. (2006):
Front Cover Design (October 2006).
In: Notices of the American Mathematical Society, p. 1063, 53, [Article]

Hofmann, Karl H. (2006):
Illustrations in Computational oriented matroids.
In: Computational oriented matroids : equivalence classes of matrices within a natural framework / Jügen G. Bokowski. - 1. publ.. - Cambridge : Cambridge Univ. Press, 2006, Illustrations auf S. 28, 219 ISBN: 0-521-84930-6, 1. publ.. - Cambridge, Cambridge Univ. Press, [Book Section]

Hofmann, Karl H. (2006):
The structure of compact groups : a primer for the student - a handbook for the expert.
Berlin, De Gruyter, 25, ISBN 3-11-019006-0,
[Book]

Hofmann, Karl H. (2004):
The low separation axioms T0 und T1.
In: Encyclopedia of general topology / ed. by Klaas Pieter Hart ... Amsterdam [u.a.] : Elsevier, 2004, S. 155-157, [Article]

Hofmann, Karl H. (2003):
10 Jahre neue Mitteilungen der Deutschen Mathematiker Vereinigung.
In: Mitteilungen der Deutschen Mathematiker Vereinigung, pp. 34-38, [Article]

Hofmann, Karl H. (2003):
Ein mathematisches Fundstück aus dem Musée Cluny.
In: Mitteilungen der Deutschen Mathematiker Vereinigung, pp. 12-15, [Article]

Hofmann, Karl H. and Morris, S. A. (2003):
Projective limits of finite dimensional Lie groups.
In: Proceedings of the London Mathematical Society (3), 87, [Conference or Workshop Item]

Aigner, Martin and Hofmann, Karl H. (2003):
Zwischen Mythos und Banalität : von der Schwierigkeit, Mathematik zu vermitteln [Ill. von Karl H. Hofmann].
In: Mitteilungen der Deutschen Mathematiker Vereinigung, pp. 18-22, [Article]

He, Jian and Hofmann, Karl H. and Miller, Sally M. and Robbie, Desmond A. (2002):
Compact semigroups and suitable sets.
In: Topology Proceedings, 26, [Conference or Workshop Item]

Hofmann, Karl H. (2002):
Commutative diagrams in the fine arts.
In: Notices of the American Mathematical Society, pp. 663-668, 49, [Article]

Hofmann, Karl H. (2002):
Compact groups with large Abelian subgroups.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2193, [Book]

Hofmann, Karl H. and Morris, S. A. (2002):
Compact groups with large abelian subgroups.
In: Mathematical proceedings of the Cambridge Philosophical Society, 133, [Conference or Workshop Item]

Hofmann, Karl H. (2002):
Compact semigroups.
In: The concise handbook of algebra. [Hrsg.:] Alexander V. Mikhalev and G.F. Pilz. - Dordrecht[u.a.] : Kluwer Acad. Publ., 2002, S. 77-82, Dordrecht[u.a.], Kluwer Acad. Publ., [Book Section]

He, Jian and Hofmann, Karl H. and Miller, Sally M. and Robbie, Desmond A. (2002):
Compact semigroups and suitable sets.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2224, [Book]

Hofmann, Karl H. (2002):
Counting the topological dimension of large homogeneous spaces of compact groups.
In: Recent advances in Lie theory. Ed.: Ignacio Bajo and Esperanza Sanmartín. Inside drawings Karl H. Hofmann. (Research and exposition in mathematics ; 25) . - Lemgo: Heldermann, 2002, S. 261-269, Lemgo, Heldermann, [Book Section]

Hofmann, Karl H. (2002):
Illustrationen.
In: Aigner, Martin ; Günter M. Ziegler: Das Buch der Beweise . Ill. von Karl H. Hofmann. - Berlin[u.a.] Springer, 2002, S. 153, [Article]

Hofmann, Karl H. (2002):
Illustrationen.
In: Recent advances in Lie theory. Inside drawings Karl H. Hofmann Ed.: Ignacio Bajo and Esperanza Sanmartín. - Lemgo: Heldermann, 2002, Ill. auf den Seiten: 1, 262, 263, 393, Lemgo, Heldermann, [Book Section]

Hofmann, Karl H. (2002):
On the global error of Ito-Taylor schemes for strong approximation of scalar stochastic differential equations.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2192, [Book]

Hofmann, Karl H. (2002):
Projective limits of finite dimensional Lie groups.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2194, [Book]

Hofmann, Karl H. (2002):
A category of topological groups suitable for a structure theory of locally compact groups.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2222, [Book]

Hofmann, Karl H. (2002):
The exponential function of locally connected compact abelian groups.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2195, [Book]

Hofmann, Karl H. (2001):
Bernhard Banaschewski, Doctor Honoris Causa: a personal laudatio.
In: Notices of the South African Mathematical Society, pp. S. 17-22, 32, [Article]

Hofmann, Karl H. (2001):
Die Ästhetik von Formeln - Bernar Venets Wandbilder.
In: Mitteilungen der Deutschen Mathematiker-Vereinigung, pp. S. 27-32, 3, [Article]

Hofmann, Karl H. (2001):
Illustrationen.
In: Aigner, Martin and Günter M. Ziegler: Proofs from the Book.2nd ed. Berlin[u.a.] : Springer-Verl., 2001, drei zusätzliche Illustrationen zu neuen Textteilen, [Other]

Hofmann, Karl H. (2001):
A structure theorem on compact groups.
In: Proceedings of the Cambridge Philosophical Society, 130, [Conference or Workshop Item]

Hofmann, Karl H. (2000):
Analysis I: an introduction to mathematics via analysis in English and German.
Lemgo, Heldermann, [Book]

Hofmann, Karl H. (2000):
Angewandte Mathematik in der Renaissance.
In: Mitteilungen der Deutschen Mathematiker Vereinigung, pp. S. 26-33, [Article]

Hofmann, Karl H. (2000):
Arc components in locally compact groups are Borel sets.
Darmstadt, Techn. Univ., FB Mathematik, 2095, [Book]

Hofmann, Karl H. (2000):
Categorical thinking in the theory of compact groups.
In: CatMAT 2000: Proceedings of the Conference Categorical Methods in Algebra and Topology. Hrsg.: H. Herrlich, H.-E. Porst, [Conference or Workshop Item]

Hofmann, Karl H. (2000):
Category theoretical thinking in the theory of compact groups.
Darmstadt, Techn. Univ., FB Mathematik, 2111, [Book]

Hofmann, Karl H. and Martin, J. R. (2000):
G-spaces and fixed point sets.
In: Geometriae dedicata, pp. 39-61, 83, [Article]

Hofmann, Karl H. (2000):
Retrospektive - ein Brief an Jürgen Flachsmeyer.
In: Mathematik interdisziplinär. Hrsg.: J. Flachsmeyer, R. Fritsch, H.C. Reichel. - Aachen: Shaker, 2000. S. 177-189, Aachen, Shaker, [Book Section]

Hofmann, Karl H. (2000):
Transitive actions of compact groups and topological dimension.
Darmstadt, Techn. Univ., FB Mathematik, 2094, [Book]

Hofmann, Karl H. and Morris, S. A. (2000):
Transitive actions of compact groups and topological dimension.
In: Journal of algebra, pp. 454-479, 234, [Article]

Hofmann, Karl H. (2000):
A history of topological and analytical semigroups.
In: Semigroup forum, pp. 1-26, 61, [Article]

Hofmann, Karl H. (2000):
An illustration of the power of structure theory.
In: Papers in Honour of Berhard Banaschewski. Hrsg.: G. Brümmer, C. Gilmour. - Dordrecht (u.a.): Kluwer Acad. Publ., 2000, Dordrecht (u.a.), Kluwer Acad. Publ., [Book Section]

Hofmann, Karl H. (2000):
A structure theorem on compact groups.
Darmstadt, Techn. Univ., FB Mathematik, 2096, [Book]

Hofmann, Karl H. (1999):
A history of topological and analytical semigroups.
Darmstadt, Techn. Univ., FB 4, 2046, [Book]

Hofmann, Karl H. (1998):
Poster cartoons 1983-1998: Plakate aus 15 Jahren; Poster cartoons by Karl Heinrich Hofmann for the Mathematical Colloquium.
Darmstadt: 1998. XXI,132 S,
Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Hofmann, Karl H. (1998):
Das Riemann-Helmholtz-Liesche Raumproblem.
In: Hermann von Helmholtz: Klassiker an der Epochenwende. Hrsg.: H. Klages (u.a.) S. 41-81, Braunschweig, Physikal.-Techn. Bundesanstalt, [Book Section]

Hofmann, Karl H. and Fuchs, (1998):
Extensions of compact abelian groups by discrete ones and their duality theory, II.
In: Abelian groups, module theory, and topology. Hrsg.: D. Dikranjan (u.a.) S. 205-225, New York, Dekker, [Book Section]

Hofmann, Karl H. and Dokovic, (1998):
Problems on the exponential function of Lie groups.
In: Positivity in Lie theory: open problems. Hrsg.: J. Hilgert, K.-H. Neeb (u.a.) S. 45-69, Berlin (u.a.), de Gruyter, [Book Section]

Hofmann, Karl H. (1998):
A class of spaces in which every closed subset is the fixed point set of an autohomeomorphism.
In: Semesterberichte aus dem Fachbereich Mathematik der Universität Hagen. 93 (1998), S. 317-331, [Article]

Hofmann, Karl H. and Morris, (1998):
The structure of compact groups.
Berlin (u.a.): de Gruyter, 1998. XVII,834 S,
Berlin (u.a.), de Gruyter, [Book]

Hofmann, Karl H. (1997):
Das Riemann-Helmholtz-Liesche Raumproblem.
Darmstadt: Techn. Hochschule, FB Mathematik, 1997. 25 S,
Darmstadt, Techn. Hochschule, 1937, [Book]

Hofmann, Karl H. and Fuchs, (1997):
Extensions of compact abelian groups by discrete ones and their duality theory, I.
In: Journal of algebra. 196 (1997), S. 578-594, [Article]

Hofmann, Karl H. and Ruppert, (1997):
Lie groups and subsemigroups with surjective exponential function.
Providence, RI: American Math. Soc., 1997. VIII, 174 S,
Providence, RI, American Math. Soc, 618, [Book]

Hofmann, Karl H. and Morris, and Nickolas, and Pestov, (1997):
Small large subgroups of topological groups.
In: Note di matematica. 14 (1997), S. 161-165, [Article]

Hofmann, Karl H. and Dokovic, and Dokovic, (1997):
The exponential map in real Lie algebras.
In: Journal of Lie theory. 7 (1997), S. 177-199, [Article]

Hofmann, Karl H. (1996):
Locally compact groups, residual Lie groups, and varieties generated by Lie groups.
In: Topology and its applications. 71 (1996), S. 63-91, [Article]

Hofmann, Karl H. and Mislove, and Mislove, (1996):
Semigroup theory and its applications.
In: London Mathematical Society lecture note series. 231 (1996), Univ. Pr, [Article]

Hofmann, Karl H. and Jurek, and Jurek, (1996):
Some analytical semigroups occurring in probability theory.
In: Journal of theoretical probability. 9 (1996), No. 3, S. 745-763, [Article]

Hofmann, Karl H. and Morris, and Stroppel, (1996):
Varieties of topological groups, Lie groups and SIN-groups.
In: Colloquium mathematicum. LXX (1996), No. 2, S. 151-163, [Article]

Hofmann, Karl H. (1996):
Weyl groups are finite - and other finiteness properties of Cartan subalgebras.
In: Mathematische Nachrichten. 179 (1996), S. 119-143, [Article]

Hofmann, Karl H. (1996):
Weyl groups are finite - and other finiteness properties of Cartan subalgebras.
In: Mathematische Nachrichten. 179 (1996), S. 119-143, [Article]

Hofmann, Karl H. and Lawson, (1995):
Linearly ordered semigroups: Historical origins and A.H. Clifford's influence.
Darmstadt: Techn. Hochschule, FB Mathematik, 1995. 20 S.,
Darmstadt, Techn. Hochschule, 1728, [Book]

Hofmann, Karl H. (1995):
Zur Verleihung der Ehrendoktorwürde der Technischen Hochschule Darmstadt: an Dana S. Scott.
Darmstadt: Techn. Hochschule, FB Mathematik, 1995. 8 S.,
Darmstadt, Techn. Hochschule, 1737, [Book]

Hofmann, Karl H. and Neeb, Karl-Hermann (1995):
Epimorphisms of C*-algebras are surjective.
In: Archiv der Mathematik. 65 (1995), S. 134-137, [Article]

Hofmann, Karl H. (1995):
From a topological theory of semigroups to a geometric one.
In: Semigroup forum. 50 (1995), S. 123-134, [Article]

Hofmann, Karl H. and Ruppert, (1995):
Lie groups and exponential Lie subsemigroups.
In: Semigroups in algebra, geometry and analysis. Hrsg.: K.H. Hofmann u.a. - S. 159-198, Berlin, New York, de Gruyter, [Book Section]

Hofmann, Karl H. (1995):
Locally compact groups, residual Lie groups, and varieties generated by Lie groups.
Darmstadt: Techn. Hochschule, FB Mathematik, 1995. 28 S.,
Darmstadt, Techn. Hochschule, FB Mathematik, 1727, [Book]

Hofmann, Karl H. (ed.) (1995):
Semigroups in algebra, geometry and analysis.
Berlin, New York: de Gruyter, 1995. XII,370 S.,
Berlin, New York, de Gruyter, 20, [Book]

Hofmann, Karl H. and Stojanov, (1995):
Topological entropy of group and semigroup actions.
In: Advances in mathematics. 115 (1995), S. 54-98, [Article]

Hofmann, Karl H. (1994):
Semigroups and Hilbert's fifth problem.
In: Mathematica Slovaca. 44 (1994), No. 3, S. 365-377, [Article]

This list was generated on Sat Sep 14 02:16:08 2019 CEST.