Willersbau Zi. C218
Telefon: (0351) 463 33790
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Über die Friedrichsfortsetzung und die Monotonie der
Eigenwerte.
Arch. Math. 26, 183-188 (1975)
Summable sequences and topological properties of $m_0(I)$.
Arch. Math. 28, 86-90 (1977)
(mit J. Batt und P. Dierolf)
On the existence of the scattering operator for the linear Boltzmann
equation.
J. Math. Anal. Appl. 58, 541-558 (1977)
Perturbation theory for commutative m-tuples of self-adjoint
operators.
J. Funct. Anal. 25, 317-334 (1977)
On the perturbation theory for strongly continuous semigroups.
Math. Ann. 229, 163-171 (1977)
The singular sequence problem.
Acta Sci. Math. 40, 383-388 (1978)
(mit W. Tafel und J. Weidmann)
On properties related to A-compactness, an example.
Proc. Royal Soc. Edinburgh 81A, 259-265 (1978)
On Y-closed subspaces of X, for Banach spaces $X \subset Y$;
existence of alternating elements in subspaces of C(J).
Pacific J. Math. 81, 253-266 (1979)
Regularity of mild solutions of nonlinear parabolic equations.
Transport Theory and Stat. Phys. 8, 17-22 (1979)
An existence and uniqueness theorem for the Vlasov-Maxwell
equations.
Transport Theory and Stat. Phys. 8, 23-28 (1979)
(mit M.D. Arthur und P.F. Zweifel)
Convolution and $\cal S^{\prime}$-convolution of distributions.
Collectanea math. 29, 185-196 (1978)
(mit P. Dierolf)
Convergence of a lattice model of the Boltzmann equation.
Lett. Math. Phys. 3, 293-296 (1979).
(mit W. Greenberg und P.F. Zweifel)
Discretized Boltzmann equation: lattice limit and non-Maxwellian
gases.
J. Stat. Phys. 21, 649-657 (1979)
(mit W. Greenberg und P.F. Zweifel)
Weak compactness of Fréchet-derivatives: application to
composition operators.
J. Austral. Math. Soc. (Series A) 29, 399-406 (1980)
(mit P. Dierolf)
Calculation of the bidual for some function spaces. Integrable
distributions.
Math. Ann. 253, 63-87 (1980)
(mit P. Dierolf)
Kurzfassung davon in:
Proc. Internat. Conf. on Generalized Functions and their Applications
in Math.
Phys., Steklov Math. Inst. Moscow, Nov. 24-28, 1980, 530-534 (1981)
(mit P. Dierolf)
A perturbation theorem for the essential spectral radius of strongly
continuous semigroups.
Mh. Math. 90, 153-161 (1980)
On the spectral bound of the generator of semigroups of positive
operators.
J. Operator Theory 5, 245-256 (1981)
(mit G. Greiner und M. Wolff)
The H-theorem for Boltzmann type equations.
J. reine angew. Math. 326, 198-213 (1981)
Stochastic operators, information, and entropy.
Commun. Math. Phys. 81, 31-38 (1981)
On the abscissa of convergence for the Laplace transform ofvector
valued measures.
Arch. Math. 39, 455-462 (1982)
Factorization in Fréchet algebras. J. London Math. Soc. (2) 29, 147-152 (1984)
Factorization in some Fréchet algebras of differentiable
functions.
Studia Math. 77, 333-348 (1984)
Positivity in time dependent linear transport theory.
Acta Applicandae Math. 2, 311-331 (1984)
Interpolation for (positive) $C_0$-semigroups on $L_p$-spaces.
Math. Z. 188, 283-286 (1985)
A regular potential which is nowhere in $L_1$. Lett. Math. Phys. 9
, 227-230 (1985)
(mit P. Stollmann)
Spectral properties of the neutron transport equation.
J. Math. Anal. Appl. 106, 140-153 (1985)
On substochastic $C_0$-semigroups and their generators.
Transport Theory and Stat. Phys. 16, 453-466 (1987)
(vorher erschienen in: Semesterbericht Funktionalanalysis,
Tübingen, WS 1984/85)
The spectrum of a Schrödinger operator in $L_p(R^\nu)$ is
p-independent.
Commun. Math. Phys. 104, 243-250 (1986)
(mit R. Hempel)
Absorption semigroups, their generators, and Schrödinger
semigroups.
J. Funct. Anal. 67, 167-205 (1986)
On the $L_p$-spectrum of Schrödinger operators.
J. Math. Anal. Appl. 121, 138-159 (1987)
(mit R. Hempel)
The projection onto the center of operators in a Banach lattice.
Math. Z. 199, 115-117 (1988)
Absorption semigroups.
J. Operator Theory 20, 117-131 (1988)
On resolvent positive operators and positive $C_0$-semigroups on
$AL$-spaces.
Semigroup Forum 38, 263-266 (1989)
A counterexample to the singular sequence problem.
Indiana Univ. Math. J. 39, 27-30 (1990)
Approximation of multipliers by regular operators.
Indag. Mathem., N.S., 2, 159-170 (1991)
(mit W. Arendt)
Abstract Stein interpolation.
Math. Nachr. 157, 197-199 (1992)
Domination of uniformly continuous semigroups.
Acta Applicandae Math. 27, 27-31 (1992)
(mit W. Arendt)
One-parameter semigroups acting simultaneously on different
$L_p$-spaces.
Bull. Soc. Royale des Sciences de Liège 61, 465-470
(1992)
On the convex compactness property for the strong operator topology.
Note Mat. 12, 259-269 (1992)
Stability of the $L_p$-spectrum of Schrödinger operators with
form small negative part of the potential.
In: `Functional Analysis', Proc. Essen 1991, Bierstedt, Pietsch, Ruess,
Vogt eds., Marcel Dekker, New York, 1994, pp. 95-105
(mit G. Schreieck)
The spectrum of Schrödinger operators in $L_p(R^d)$ and in
$C_0(R^d)$.
In: `Mathematical Results in Quantum Mechanics', M. Demuth, P. Exner,
H. Neidhardt, V. Zagrebnov eds., Birkhäuser, Basel, 1994, pp.
63-72
(mit R. Hempel)
Stability of the essential type of strongly continuous semigroups.
In: `Selected Questions of Mathematical Physics and Analysis',
collection of papers dedicated to the 70th birthday of Academician V.
S. Vladimirov, Transactions Steklov Math. Inst. 203, 469-477
(1994)
Absorption semigroups, Feller property, and Kato class.
In: `Partial Differential Operators and Mathematical Physics', M.
Demuth, B.-W. Schulze eds., Birkhäuser, Basel, 1995, pp. 389-396
Perturbation of Dirichlet forms by measures.
Potential Analysis 5, 109-138 (1996)
(mit P. Stollmann)
The Feller property for absorption semigroups.
J. Funct. Anal. 138, 351-378 (1996)
(mit E.-M. Ouhabaz, P. Stollmann, K.-Th. Sturm)
The sector of holomorphy for symmetric submarkovian semigroups.
In: `Functional Analysis', Eds.: Dierolf/Dineen/Domanski, W. de
Gruyter,
Berlin, 1996
(vorher erschienen in: Tübinger Berichte zur Funktionalanalysis,
Heft 4, 268-272 (1994/95))
On inequalities for symmetric submarkovian operators.
Arch. Math. 67, 308-311 (1996)
(vorher erschienen in Tübinger Berichte zur Funktionalanalysis,
Heft 4, 159-162 (1994/95))
(mit R. Nagel)
Non-integral regularizing operators on $L_p$-spaces.
Math. Nachr. 202, 173-176 (1999)
The non-autonomous Kato class.
Arch. Math. 72, 454-460 (1999)
(mit R. Schnaubelt)
Non-autonomous Miyadera perturbations.
Differ. Integral Equ. 13, 341-368 (2000)
(mit F. R\"abiger, A. Rhandi, R. Schnaubelt)
A concentration of mass property for isotropic convex bodies in high
dimensions.
Israel J. Math. 115, 235-251 (2000)
Flutter as a perturbation problem for semigroups.
In: `Semigroups of Operators: Theory and Applications'
(A.V.~Balakrishnan ed.),
Progress in Nonlinear Differential Equations and Their Applications 42
, 89-95, Birkh"auser, Basel, 2000
(mit P. Dierolf und D. Schröder)
Asymptotics of cross sections for convex bodies.
Beitr"age zur Algebra und Geometrie/Contributions to Algebra and
Geometry 41, 437-454 (2000)
(mit U. Brehm)
On Banach spaces invariant under differentiation.
Bull. Soc. Royale des Sciences de Liège 69, 387-393
(2000)
(mit M. Langenbruch)
Permanence of moment estimates for p-products of convex bodies.
Studia Math. 150, 243-260 (2002)
(mit U. Brehm und H. Vogt)
Maximal operators associated with Dirichlet forms perturbed by
measures.
Potential Analysis 16, 341-346 (2002)
(mit A. Manavi)
Moment inequalities and central limit properties of isotropic convex
bodies.
Math. Zeitschr. 240, 37-51 (2002)
(mit U. Brehm, P. Hinow und H. Vogt)
A monotonicity property of the $\Gamma$-function.
JIPAM. Journal of Inequalities in Pure and Applied Mathematics 3,
Issue 5 (2002)
(mit H. Vogt)
Wentzell boundary conditions in the context of Dirichlet forms.
Adv. Differ. Equ. 8, no 7, 821-842 (2003)
(mit H. Vogt)
Linear delay equations in the $L_p$-context.
Evolution Equations (G. R. Goldstein and R. Nagel and S. Romanelli
eds.),
Lecture Notes in Pure and Applied Mathematics, Marcel Dekker, 2003, pp.
319-330
(mit L. Maniar)
The modulus semigroup for linear delay equations.
Positivity 8, 1-9 (2004)
(mit S. Boulite, L. Maniar und A. Rhandi)
The modulus of matrix semigroups.
Arch. Math. {\bf 82}, 311--316 (2004)
(mit M. Stein)
The modulus semigroup for linear delay equations III.
J. Funct. Anal. 220, 388-400
(2005)
(mit M. Stein und H. Vogt)
Domination of semigroups associated with sectorial forms.
J. Operator Theory 54, 9-25
(2005)
(mit A. Manavi und H. Vogt)
Gaussian bounds for propagators perturbed by potentials.
J. Funct. Anal. 238, 245--277
(2006).
(mit V. Liskevich und H. Vogt)
On modulus semigroups and their generators.
Proceedings Positivity IV -Theory and Applications, Dresden (Germany),
131--134 (2006).
(mit M. Stein)
Stochastic semigroups: their construction by perturbation and
approximation.
Proceedings Positivity IV -Theory and Applications, Dresden (Germany),
135--146 (2006).
(mit H. R. Thieme)
The modulus semigroup for linear delay equations II.
Note Mat. 25, 191--208
(2005/2006).
Approximation of modulus semigroups and their generators.
Semigroup Forum 73, 109--128
(2006).
(mit M. Stein)
On the chaotic behaviour of size structured cell populations.
J. Math. Anal. Appl. 339,
918--924 (2008).
(mit S. EL Mourchid, G. Metafune und A. Rhandi)
Small sets for Neumann boundary conditions.
Math.\ Nachr. 281, 442--446
(2008).
Relatively bounded extensions of generator perturbations.
Rocky Mountain J. Math. erscheint demnächst.
Preprint TU Dresden, MATH-AN-02-2006
(mit H. R. Thieme)
Modulus semigroups and perurbation classes for linear delay equations
in $L_p$.
Positivity, erscheint demnächst.
Preprint TU Dresden, MATH-AN-2007-02
(mit H. Vogt)
On honesty of perturbed substochastic $C_0$-semigroups in $L^1$-spaces.
Prepublication du Laboratoire de Math\'ematiques de Besancon, UMR 6623
(mit M. Mokhtar-Kharroubi)
J. Voigt
Prof. Dr. J. Voigt
Institut
für Analysis