2009
Eine Ebene höher-
23.07.2009Lahcen Maniar (Marrakesch)
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S10, 14:15-16:00AG Funktionalanalysis
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09.07.2009Nazife Erkursun (Ankara/Ulm)
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S10, 15:15-17:00AG Funktionalanalysis
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09.07.2009Ulrich Groh (Tübingen)
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S10, 14:15-16:00AG Funktionalanalysis
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25.06.2009Tatiana Shulman (Copenhagen)
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S10, 14:15-16:00AG Funktionalanalysis
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14.05.2009Daniel Maier (Tuebingen)
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S10, 14:15-16:00AG Funktionalanalysis
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07.05.2009Annette Kopp (Tübingen)
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S10, 14:15-16:00AG Funktionalanalysis
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30.04.2009Retha Heymann (University of Stellenbosch)
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Fredholm operators are characterized by Atkinson’s theorem. By Atkinson’s
theorem, a bounded linear operator on a Banach space X is Fredholm, if and
only if this operator modulo the compact operators is invertible in the Calkin
algebra. This result was used by R. Harte to generalize the concept of Fredholm
operators in L(X) to Fredholm elements in Banach algebras in general. Furthermore,
this led to the introduction of Weyl and Browder elements. In this
talk we will look at this generalization as well as some related results of Harte. -
S10, 14:15-16:00AG Funktionalanalysis
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19.02.2009Alberto Conejero (Valencia)
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A strongly continuous semigroup is said to be hypercyclic if there
exists some element whose orbit under the semigroup is dense,
and it is said to be chaotic if it is hypercyclic and it has a dense set
of periodic points.
Similar definitions could also be stated for the sequence of powers of a
single operator in the semigroup.
In this talk we explain what can be said about the dynamics of single
operators in a hypercyclic, resp. chaotic C0-semigroup. -
S10, 14:15-16:00AG Funktionalanalysis
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09.02.2009Sophie Fosson (Torin)
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Recovering the input of a system from a noisy lecture of the output is both
a typical inverse ill-posed problem and a transmission paradigm. If the
input-output relation is given by a convolution integral, we are concerned
with the well-known deconvolution problem, which occurs in several
scientific frameworks.
When the deconvolution system is discrete, i.e. its input is quantized and
the output is sampled, we can develop an original information-theoretic
analysis and design an encoding-decoding scheme to tackle it.
We propose different decoding methods to identify the input, focussing on
a particular class of suboptimal, causal algorithms achieving good
performance. These algorithms can be theoretically described by means of
Markov Processes and Ergodic Theory. -
S10, 14:15-16:00AG Funktionalanalysis
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05.02.2009Donald I. Cartwright (Sydney)
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I shall be talking about some joint work I did with
Wolfgang Woess (Graz). We consider a countable connected graph, view it as a one-complex X1,
and define the natural operator A which averages
functions over balls of radius 1. Our results include the
calculation of the spectrum of this operator on L2(X1). -
S10, 17:15-19:00AG Funktionalanalysis
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22.01.2009Shangquan Bu (Beijing)
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S10, 15:15-17:00AG Funktionalanalysis
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08.01.2009Anke Kalauch (Dresden)
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S10, 14:15-16:00AG Funktionalanalysis
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30.12.2008Klaus Engel (L'Aquila)
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S10, 10:15-12:00AG Funktionalanalysis


