|
|
2012 Summer Term
| 250098 |
VO Numerische Mathematik/Numerical Mathematics |
| Arnold Neumaier |
| Tuesday, 13:10-13:55 HS3 |
| 3st. |
| |
| more information » |
| | | 250057 |
PJ+SE Projektseminar (Angewandte Mathematik): Datenanalyse |
| Arnold Neumaier |
| Monday 12:10-13:55 D107 |
| 2st. |
| |
| more information » |
| | | 250068 |
SE Seminar (Komplexe Analysis) |
| Bernhard Lamel , Friedrich Haslinger |
| DI 11-13h Seminarraum S1 Vienna Micro-CT Lab |
| 2st. |
| |
| more information » |
| | | 250131 |
VO Ausgewählte Kapitel aus Komplexe Analysis |
| Friedrich Haslinger |
| MO 11.00-14.00 Seminarraum S1 Vienna Micro-CT Lab, Althanstraße 12-14 |
| 3st. |
| |
| | | 250115 |
PJ+SE Project seminar (Research Seminar) |
| Goulnara Arzhantseva |
| DI 15-17h D 1.07 (Mathematik) |
| 2st. |
| |
| | | 250114 |
VO Geometric and asymptotic group theory II |
| Goulnara Arzhantseva , Damian Osajda |
| DI 10-12 C 2.07 (Mathematik) |
| 2st. |
| |
| more information » |
| | | 250109 |
VO Numerical linear algebra |
| Hans Georg Feichtinger |
| MI 9:15-10:45 Seminarraum C 2.07 (Mathematik) |
| 2st. |
| |
| more information » |
| | | 250061 |
VO Real analysis |
| Hans Georg Feichtinger |
| Di., 16:30 C 207 |
| 2st. |
| |
| more information » |
| | | 250111 |
VO Intervallanalysis |
| Hermann Schichl |
| |
| 4st. |
| |
| | | 250058 |
SE Seminar (Optimierung) |
| Hermann Schichl |
| |
| 2st. |
| |
| | | 250106 |
VO Compressed Sensing |
| Karlheinz Groechenig |
| DI 10-12h, DO, 10-11h D 1.07 (Mathematik) |
| 3st. |
| |
| more information » |
| | | 250064 |
PJ+SE Projektseminar (Analysis): Verallgemeinerte Funktionen |
| Michael Grosser |
| FR 10.15-11.45 Seminarraum D 1.03 (Mathematik) UZA 4 |
| 2h |
| |
| | | 250108 |
VO Hydrodynamics - analytical and numerical methods |
| Muthsam, Herbert |
| |
| |
| |
| | | 250055 |
VO Optimierung und Variationsrechnung |
| Muthsam, Herbert |
| |
| |
| |
| |
2011/12 Winter Term
| 250080 |
VO Differential geometry 2 |
| Andreas Cap |
| MO, DI 15.00-17.00 DI: D 1.07 (Mathematik) UZA 4; MO: Seminarraum 2A310 3.OG UZA II |
| 3h |
| |
| more information » |
| | | 250083 |
PS Introductory seminar on differential equations 2 |
| Andreas Cap |
| Seminarraum D 107 (UZA 4) |
| 1h |
| |
| more information » |
| | | 250010 |
VO Applied Optimization |
| Arnold Neumaier |
| Tuesday, Wednesday 09:10-10:55 C209 |
| 4h |
| |
| | | 250066 |
VO Artificial Intelligence |
| Arnold Neumaier |
| Thursday 09:10-10:55 C209 |
| 2h |
| |
| | | 250063 |
SE Seminar (Optimierung) |
| Arnold Neumaier |
| Tuesday 14:00-15:30 2A180 |
| 2h |
| |
| | | 250053 |
SE Seminar (Kombinatorik) |
| Christian Krattenthaler |
| DO 13.00-15.00 Seminarraum Mathematik 2A180 1.OG UZA II |
| 2h |
| |
| | | 250055 |
SE Seminar (Arbeitsgemeinschaft Diskrete Mathematik) |
| Christian Krattenthaler |
| MO 15.15-16.45 Seminarraum D 1.03 UZA 4 |
| 2h |
| |
| | | 250075 |
VO Gewöhnliche Differentialgleichungen 2 |
| Gerald Teschl |
| |
| |
| |
| | | 250050 |
PJ+SE Project seminar (Research seminar) |
| Goulnara Arzhantseva |
| Tue 14.00-16.00 C 2.07 (Mathematik) UZA 4 |
| 2h |
| |
| | | 250059 |
VO Geometric and asymptotic group theory |
| Goulnara Arzhantseva , Damian Osajda |
| TU 10.00-12.00 Seminarraum C 2.07 (Mathematik) UZA 4 |
| 2h |
| |
| more information » |
| | | 250068 |
VO Theorie partieller Differentiagleichungen |
| Michael Kunzinger |
| |
| |
| |
| | | 250081 |
VO Lie Gruppen |
| Michael Kunzinger |
| |
| |
| |
| | | 250082 |
PS Proseminar zu "Lie Gruppen" |
| Michael Kunzinger |
| |
| |
| |
| | | 250009 |
UE Tutorials on financial mathematics |
| Pietro Siorpaes |
| DO 13.00-14.00 Hörsaal 1 2A120 1.OG UZA II |
| 1h |
| |
| | | 250008 |
VO Financial mathematics |
| Walter Schachermayer |
| MI, DO 14.15 Hörsaal 1 2A120 1.OG UZA II |
| 3h |
| |
| |
2011 Summer Term
| 250062 |
VO Differential geometry 1 |
| Cap, Andreas |
| |
| 3 Std. |
| |
| more information » |
| | | 250063 |
PS Introductory seminar on differential geometry 1 |
| Cap, Andreas |
| |
| 1 Std |
| |
| more information » |
| | | 250001 |
VO Advanced probability theory |
| Christian Bayer |
| D 1.07 (Mathematik) UZA 4 |
| |
| |
| more information » |
| | |
PS Seminar Advanced probability theory |
| Christian Bayer |
| |
| |
| |
| | | 250090 |
SE Seminar (Discrete mathematics) |
| Christian Krattenthaler |
| 15.00 - 17.00 Dissertantenraum, TU |
| 2 Std |
| |
| more information » |
| | | 250091 |
VO Selected topics in combinatorics |
| Christian Krattenthaler |
| 13.00 Seminarraum D 101 (UZA 4) |
| 2 Std |
| |
| more information » |
| | | 250092 |
VO Mathematical ecology and pattern formation |
| Christian Schmeiser |
| DI 10.00-12.00 Seminarraum 2A310 3.OG UZA II |
| 3 Std. |
| |
| more information » |
| | | 250093 |
SE Seminar (Mathematical cell biology) |
| Christian Schmeiser |
| Fr 10.00 - 12.00 C 714 (UZA 4) |
| 2 Std |
| |
| more information » |
| | | 250052 |
VO Group theory |
| Christoph Baxa |
| DI 08.00-11.00 Seminarraum C 2.07 |
| 3 Std. |
| |
| more information » |
| | | 250065 |
VO Mathematical methods of image and signal processing |
| Feichtinger, Hans G. |
| DI 10:10-10:55, FR 11:00-12:30 2A310 (Mathematik) UZA 2 |
| 3 std |
| |
| more information » |
| | | 250064 |
SE Seminar (Harmonische Analysis) NuHAG |
| Feichtinger, Hans G.; Gröchenig, Karlheinz |
| 11:15-12:45 Seminarraum Alserbachstraße 23 |
| 2 Std |
| |
| more information » |
| | | 250077 |
VO Geometric and asymptotic group theory II |
| Goulnara Arzhantseva |
| DI 10.00-12.00 D 1.07 (Mathematik) UZA 4 |
| 2 Std |
| |
| | | 250078 |
PJ+SE Project seminar (Research seminar) |
| Goulnara Arzhantseva |
| 15.00-17.00 D 1.01 (Mathematik) |
| 2 Std |
| |
| | | 250022 |
VO Ausgewählte Kapitel aus Differentialgeometrie |
| Haller, Stefan |
| |
| |
| |
| | | 250023 |
PJ+SE Projektseminar (Differentialgeometrie) |
| Haller, Stefan |
| |
| |
| |
| | | 250117 |
VO Rekursionstheorie |
| Hans Adler |
| Do 9:00-10:30 KGRC |
| 2 Std |
| |
| more information » |
| | | 250114 |
VO Axiomatische Mengenlehre 1 |
| Jakob Kellner |
| |
| 3 Std |
| |
| more information » |
| | | 300229 |
SE Population Genetics Journal Club |
| Joachim Hermisson |
| Do 12:30-13:30 GMI orange seminar room, Dr.-Bohrgasse 3 |
| 1 Std |
| |
| more information » |
| | | 250085 |
SE Seminar (Evolutionary Theory Club) |
| Joachim Hermisson |
| MI 11.00-13.00 Seminarraum Mathematik 2A180 1.OG UZA II |
| 2 Std |
| |
| | | 250084 |
SE Seminar (Theoretical Population Genetics) |
| Joachim Hermisson |
| DI 13.00-15.00 D 1.07 (Mathematik) UZA 4 |
| 2 Std |
| |
| | | 250083 |
VO Stochastic models in the evolution |
| Joachim Hermisson |
| MO 16.00-18.00/MI 16.00-17.00 D 1.07 (Mathematik) UZA 4 |
| |
| |
| | | 250060 |
SE Seminar (Mathematical population genetics) |
| Joachim Hermisson |
| MI 09.15-11.00 Seminarraum Olga Taussky-Todd C 2.09 |
| 2 Std |
| |
| more information » |
| | | 390053 |
UK PhD-VGSE Evolutionary Game Dynamics |
| Josef Hofbauer |
| Mi/Do 11-13 Seminarraum VGSE |
| |
| |
| more information » |
| | | 250087 |
VO Mathematical Foundations for String Theory II |
| Katzarkov, Ludmil |
| FR 11.00-13.00 Seminarraum D 1.01 (Mathematik) UZA 4 |
| 2 Std |
| |
| more information » |
| | | 250088 |
SE Seminar (Mathematical Foundations for String Theory II) |
| Katzarkov, Ludmil |
| FR 14.00-16.00 Seminarraum D 1.03 (Mathematik) UZA 4 |
| 2 Std |
| |
| more information » |
| | | 250089 |
SE Research Seminar |
| Katzarkov, Ludmil |
| FR 16.00-18.00 Seminarraum D 1.03 (Mathematik) UZA 4 |
| 2 Std |
| |
| more information » |
| | | 250011 |
VO Kombinatorik |
| Kroen, Bernhard |
| Monday 12:15-13:45, Thursday 10:00-11:45 C2.09 UZA 4 |
| 4h |
| |
| more information » |
| | | 250115 |
PS Proseminar zu Axiomatische Mengenlehren 1 |
| Peter Holy |
| Di 11:00-12:30 KGRC |
| 2 Std. |
| |
| more information » |
| | | 250120 |
SE Forschungsseminar aus der Mathematischen Logik |
| Sy-David Friedman |
| Do 16:00-17:30 KGRC |
| 2 |
| |
| more information » |
| | | 250116 |
PJSE Projektseminar aus der Mathematischen Logik |
| Sy-David Friedman |
| Mo, Mi 14:00-15:00 KGRC |
| 2 |
| |
| more information » |
| | | 250118 |
VO Ausgewählte Kapitel aus der Mengenlehre |
| Sy-David Friedman |
| Di, Do 14:00-15:00 KGRC |
| 2 |
| |
| more information » |
| | | 250120 |
SE Forschungsseminar aus der Mathematischen Logik |
| Sy-David Friedman |
| Do 16:00-17:30 KGRC |
| 2 Std. |
| |
| more information » |
| | | 250116 |
PJSE Projektseminar aus der Mathematischen Logik |
| Sy-David Friedman |
| Mo, Mi 14:15-15:15 KGRC |
| 2 Std. |
| |
| more information » |
| | | 250118 |
VO Ausgewählte Kapitel aus der Mengenlehre |
| Sy-David Friedman |
| Di, Do 14:15-15:15 KGRC |
| 2 Std. |
| |
| more information » |
| | | 250076 |
VO Evolutionsgleichungen (Halbgruppen) |
| Teschl, Gerald |
| |
| |
| |
| |
2010/11 Winter Term
| 250094 |
SE Discrete mathematics |
| Christian Krattenthaler |
| |
| |
| |
| | | 250084 |
SE Weil Conjectures |
| Christian Krattenthaler |
| |
| |
| |
| | | 250046 |
SE The art of problem solving |
| Christian Krattenthaler |
| |
| |
| |
| | | 250053 |
PJ+SE Projektseminar (Analysis) Verallgemeinerte Funktionen |
| Michael Kunzinger |
| |
| |
| |
| | | 250103 |
VO Numerical Mathematics 2 |
| Neumaier, Arnold |
| Thursday 12:15-13:45 C207 |
| 4h |
| Derivation and analysi of numerical methods for eigenvalue problems, singular value decomposition, inverse problems and regularization,sparse matrices, initial- and boundary-value problems for ordinarydifferential equations.
Outlook on numerical methods for differential-algebraic systems and partial differential equations. |
| more information » |
| | | 250104 |
PS Introductory seminar "Numerical Mathematics 2" |
| Neumaier, Arnold |
| Friday 10:00-11:30 2A180 |
| |
| |
| more information » |
| | | 250103 |
VO Numerical Mathematics 2 |
| Neumaier, Arnold |
| Tuesday, Thursday 12:15-13:45 C207 |
| |
| |
| more information » |
| | | 250066 |
VO Ausgewählte Kapitel aus Populationsgenetik |
| Reinhard Bürger |
| Mi 17.00-18.00 und Do 17.00-18.15 UZA 2, HS A310 |
| 2h |
| Diese Vorlesung richtet sich an fortgeschrittene Studenten im Studienschwerpunkt Biomathematik. Es werden die Grundlagen der populationsgenetischen Theorie stochastischer räumlicher Modelle behandelt. Insbesondere wird also untersucht welchen Einfluss räumliche Struktur einer endlichen Population auf ihre genetische Zusammensetzung und Evolution hat. Zu diesem Zweck wird ein allgemeines Modell für Migration, Mutation und genetische Drift eingeführt, und für wichtige Spezialfälle analysiert. Eine zentrale Rolle dabei spielt das Studium von Größen, die genetische Variation beschreiben, wie z.B. erwartete Homozygosität, effektive Anzahl von Allelen, oder FST. Bei Bedarf wird die Vorlesung in englischer Sprache gehalten. |
| | | 250025 |
VO Dynamics of structured populations |
| Ryusuke Kon |
| Mo, 13.00-15.00 D 1.07 |
| 2h |
| The course will provide basic mathematical topics for structured population models. The content of the course is represented by the following keywords: Leslie matrix, Usher matrix, Fibonacci's rabbits, Matrix population models, Nonnegative matrix, Perron-Frobenius theorem, Fundamental theorem of demography, Basic reproduction number, permanence, Average Lyapunov functions, Essentially nonnegative matrix, Epidemiological models. |
| | | 250017 |
VO Differential geometry 2 |
| Stefan Haller |
| MO, 12.05-12.50 2A310 3.OG UZA II |
| 3h |
| Among other things we will discuss the following topics: DeRham cohomology and Poincaré duality, vector bundles, linear connections and covariant derivative, parallel transport, curvature, (pseudo-)Riemannian manifolds, Levi-Civita connection, geodesics and exponential mapping, theorem of Hopf-Rinow, symplectic geometry. |
| more information » |
| | | 250126 |
VO Ausgewählte Kapitel aus der Math. Logik |
| Sy-David Friedman |
| TUE and THU 14:00-15:00 |
| |
| This course is based on joint work with Hyttinen and Kulikov. We discuss the descriptive set theory of the generalised Baire space kappa^kappa, kappa an uncountable regular cardinal, and introduce a notion of Borel reducibility for equivalence relations on this space. Then we apply this theory to study isomorphism relations on the uncountable models of a first-order theory. This work thereby relates two ways of classifying theories, one via Shelah's stability theory and the other via set theory. On the set theory side we'll use forcing and some elementary properties of Gödel's L; on the model theory side we'll need some of Shelah's "main gap" analysis, which will be treated in detail. |
| more information » |
| | | 250127 |
SE Seminar aus der Mathematischen Logik |
| Sy-David Friedman |
| MON and WED 14:00-15:00 |
| 2h |
| In this Seminar, students give talks about advanced topics in mathematical Logic. Intended mainly for students writing their Diploma-, Master- or PhD thesis at the KGRC. |
| more information » |
| | | 250128 |
SE Forschungsseminar |
| Sy-David Friedman |
| THU 16:00 - 17:30 |
| 2h |
| This is an advanced seminar in mathematical logic for doctoral and postdoctoral researchers. |
| more information » |
| |
2010 Summer Term
| 250135 |
VO Model theory |
| Adler, Hans |
| |
| 2 std. |
| |
| more information » |
| | | 250132 |
VO Axiomatic Set Theory 1 |
| Adler, Hans; Kellner, Jakob |
| |
| 3 std. |
| |
| more information » |
| | | 250075 |
SE Seminar (Mathematical population genetics) |
| Bürger, Reinhard; Futschik, Andreas; Hermisson, Joachim; Schlötterer, Christian |
| MI., 09.15-10.45 Seminarraum C 2.09 (Mathematik) UZA 4 |
| 2 std. |
| In diesem Seminar werden neuere Arbeiten aus dem Gebiet der Populationsgenetik besprochen. Vorkenntnisse in Populationsgenetik sind daher erforderlich. Es wird vorausgesetzt, dass alle Teilnehmer die (ausgeteilten) Unterlagen gelesen haben, und das Seminar in Diskussionsform abgehalten werden kann. Die Teilnahme wird (angehenden) Dissertanten dringend empfohlen. Interessenten mögen sich bitte per Email an mich wenden (Reinhard.Buerger@univie.ac.at). |
| | | 250074 |
SE Seminar Biomathematics |
| Bürger, Reinhard; Hofbauer, Josef; Sigmund, Karl |
| DI., 15.00-16.30 Seminarraum D 1.03 (Mathematik) UZA 4 |
| 2 std. |
| In diesem Seminar finden Vorträge von Gästen, Institutsmitgliedern und Studenten zu diversen Themen der Biomathematik statt. Diese werden per Emailverteiler angekündigt. Zusätzlich kann für neue Studenten auch ein Seminarbetrieb installiert, in dem z.B. Teile eines Buches (oder eines anderen Textes), der einem wichtigen Gebiet der Biomathematik gewidmet ist, bearbeitet werden soll. Die Teilnahme wird Diplomanden und Dissertanten dringend empfohlen. |
| | | 250080 |
VO Selected topics in complex analysis |
| Haslinger, Friedrich |
| MO., 10.30-13.00 Seminarraum S1 Vienna Micro-CT Lab, Althanstraße 12-14 |
| 3 std. |
| Several complex variables, inhomogeneous Cauchy-Riemann equation, unbounded operators on Hilbert spaces, d-bar Neumann problem, Schrödinger operators, Bergman - and Hardy spaces. |
| more information » |
| | | 250133 |
PS Introductory Seminar: Axiomatic Set Theory 1 |
| Holy, Peter |
| |
| 2 std. |
| |
| more information » |
| | | 250140 |
VO Orthogonal Polynomials, Random Matrices and Riemann-Hilbert problems |
| Kamvissis, Spyridon |
| MI., 11.00-13.00
DO., 10.00-12.00 Seminarraum S1 Vienna Micro-CT Lab |
| 2 std. |
| |
| more information » |
| | | 250047 |
VO Graph Theory |
| Krön, Bernhard |
| MO., 15.15-16.45 Seminarraum C 2.09 (Mathematik) UZA 4 |
| 2 std. |
| We will discuss some classical theorems from finite combinatorial graph theory and more modern aspects of graph theorey including Cayley graphs (group theory), automorphisms and ends of infinite graphs.
|
| more information » |
| | | 250079 |
SE Seminar (Analysis) Generalized functions |
| Kunzinger, Michael; Grosser, Michael |
| FR., 10.15-11.45 Seminarraum D 1.03 (Mathematik) UZA 4 |
| 2 std. |
| The seminar is devoted to topics and recent research related to ongoing work of diploma and doctoral students of the research group DIANA |
| more information » |
| | | 250121 |
VU Biomathematics and game theory |
| Sigmund, Karl |
| MO-DO 11:00-12:00 Seminarraum 2A310 3.OG UZA II |
| 4 std. |
| Simple mathematical methods will be applied to basic models in genetics, ecology and behavior. |
| | | 250134 |
PJSE Project Seminar in Mathematical Logic |
| Sy-David Friedman |
| |
| 2 std. |
| |
| more information » |
| | | 250137 |
VO Selected Topics in Set Theory |
| Sy-David Friedman |
| |
| 2 std. |
| |
| more information » |
| | | 250138 |
SE Research Seminar: Mathematical Logic |
| Sy-David Friedman |
| |
| 2 std. |
| |
| more information » |
| |
2009/10 Winter Term
| 250061 |
SE Arbeitsgemeinschaft Biomathematik |
| Bürger, Reinhard; Hofbauer, Josef; Sigmund, Karl |
| Di 15.00-16.30 UZA 4, HS D1.03 |
| 2 Std. |
| In diesem Seminar finden Vorträge von Gästen, Institutsmitgliedern und Studenten zu diversen Themen der Biomathematik statt. Diese werden per Emailverteiler angekündigt. Zusätzlich wird für neue Studenten auch ein Seminarbetrieb installiert, in dem z.B. Teile eines Buches (oder eines anderen Textes), der einem wichtigen Gebiet der Biomathematik gewidmet ist, bearbeitet werden soll. Die Teilnahme wird Diplomanden und Dissertanten in der Biomathematik dringend empfohlen.
Beginn: 13.10., 15.00 Uhr |
| more information » |
| | |
SE Theoretical population genetics |
| Barton, Nick; Hermisson, Joachim |
| Tuesday, 13:30 - 15:00 D1.03 |
| |
| Advanced seminar for the presentation of research in progress and new thoughts in the field of theoretical population genetics.
|
| | | 250122 |
SE Seminar aus der Mathematischen Logik |
| Friedman, Sy-David |
| Mi 14:00-15:00 Do 14:00-15:00 |
| 2 std. |
| |
| more information » |
| | | 250123 |
SE Forschungsseminar aus der Mathematischen Logik |
| Friedman, Sy-David |
| Do 16:00-17:30 |
| 2 std. |
| |
| more information » |
| | | 250044 |
Algebraische Topologie 2 |
| Haller, Stefan |
| |
| |
| |
| | |
SE Evolution and Probability |
| Hermisson, Joachim; Schachermayer, Walter; Barton, Nick |
| Wednesday, 14:30 - 16:00 C2.07 |
| |
| The seminar gives an overview of probability theory in population genetics from a dual (maths & bio) perspective. |
| | | 250119 |
VO Mengenlehre 2 |
| Kellner, Jakob |
| DO 11:00-12:30 |
| |
| |
| more information » |
| | | 250045 |
VO Dynamics of interacting populations |
| Kon, Ryusuke |
| MO wtl von 12.10.2009 bis 25.01.2010 09:15-10:45 D 1.07 (Mathematik) UZA 4 Nordbergstraße 1.OG |
| 2 std. |
| Erster Termin: 12.10.2009, Letzter Termin: 25.01.2010.
|
| more information » |
| | | 250051 |
VO Mathematical ecology |
| Rüffler, Claus |
| MO 12.15-13.00 C 2.07 (Mathematik) UZA 4 |
| 3 std. |
| Construction and analysis of models in population dynamics in discrete and continuous time. Growth models for isolated and interacting populations. Growht models for structured populations. Optimality models in evolutionary ecology. Introduction to evolutionary modeling based on adaptive dynamics. |
| more information » |
| | | 250085 |
VO Pseudodifferential Operators and Microlocal Analysis |
| Steinbauer, Roland |
| Mon, Thu 13:15--14:45 2A310 (UZA 2) |
| 3 std. |
| |
| more information » |
| |
2008/09 Winter Term
| 250040 |
VO Ausgewaehlte Kapitel aus Differentialgeometrie & partiellen Differentialgleichungen - (Exterior Differential Systems) |
| Cap, Andreas |
| Di 11:00-13:00 Hörsaal 1 2A120, Mi 11:00-13:00 Seminarraum C 2.09 |
| 3 std. |
| |
| more information » |
| | | 250002 |
VO Ausgewählte Kapitel aus Differentialgleichungen |
| Constantin, Adrian |
| Mi, Do 9:00-10:00 D 1.01 (Mathematik) UZA 4 |
| 3 std. |
| |
| more information » |
| | | 250004 |
SE Seminar (Differentialgleichungen) |
| Constantin, Adrian |
| Do 15:00-17:00 Seminarraum Mathematik 2A180 |
| 2 std. |
| |
| more information » |
| | | 250003 |
PS Proseminar zu Ausgewählte Kapitel aus Differentialgleichungen |
| Constantin, Olivia |
| Do 17:00-19:00 Seminarraum Mathematik 2A180 |
| 2 std. |
| |
| more information » |
| | | 250104 |
VO Lie Algebras and Quantum Mechanics |
| Neumaier, Arnold |
| Montag 11:00-12:30 Uhr (nur jede zweite Woche) Dienstag 11:00-12:30 Uhr D103 |
| 3 std. |
| This course introduces mathematicians and physicists to the ideas relating classical and quantum mechanics with Lie algebras and Lie groups.
From the algebraic point of view, quantum mechanics and classical mechanics look quite similar, and we emphasize these similarities. |
| more information » |
| | | 250103 |
PJ+SE Project Seminar Applied Mathematics (Data Analysis) |
| Neumaier, Arnold |
| Dienstag 15:15-16:45 Uhr C207 |
| 2 std. |
| In this project seminar, we apply numerical data analysis techniques to real data sets from protein folding, thus getting first hand experience on the use of some of these methods. |
| more information » |
| | | 250074 |
VO Ausgewählte Kapitel aus Funktionalanalysis: Lokal-konvexe Vektorräume |
| Steinbauer, Roland |
| Mo, Di, Do 12:00-13:00 Seminarraum 2A310 3.OG UZA II |
| 3 std. |
| Diese Vorlesung bietet eine Einführung in die Theorie der lokalkonvexen Vektorräume, die
insbesondere die topologische Grundlage der Distributionentheorie bildet |
| more information » |
| |
2008 Summer Term
| 250366 |
SE Verallgemeinerte Funktionen |
| Kunzinger, Michael; Steinbauer Roland |
| Fr 10:15-11:45 D 1.03 (Mathematik) UZA 4 |
| 2 std. |
| |
| | | 250381 |
VO Funktionalanalysis 2 |
| Steinbauer, Roland |
| Mo, Di, Do 12:00-13:00 Seminarraum 2A310, UZA 2 |
| |
| Allgemeines: Diese Vorlesung ist als Fortsetzung der Funktionalanaylsis 1 vom Wintersemester 2007/08 konzipiert und stützt sich natürlich wesentlich auf deren Inhalte.
Inhalt: Die Vorlesung bietet weiterhin eine ausgewogene Einführung in die Funktionalanalysis. Sie soll den Studierenden (vor allem des Studienschwerpunkts "Analysis") eine weitergehende Spezialisierung in den verschiedenen an der Fakultät vertretenen Arbeitsrichtungen ermöglichen. Etwas detaillierter gliedert sich der Inhalt wie folgt:
* Operatoren auf Banach- und Hilberträumen (kompakte und adjungierte Operatoren)
* Spektraltheorie (kompakter bzw. beschränkter, selbstadjungierter Operatoren)
* Grundlagen der Theorie der lokalkonvexen Vektorräume |
| more information » |
| | | 250382 |
PS Proseminar zu Funktionalanalysis 2 |
| Steinbauer, Roland |
| Di 17:00-18:30 D1.03 (Mathematik) UZA 4 |
| |
| Die Vorlesung wird von einem 2-stündigen Proseminar begleitet. Dieses wird über das übliche "Aufgabenrechnen" hinaus auch "echt-seminarartige" Elemente enthalten, die den Stoff der Vorlesung ergänzen bzw. komplementieren. Der genaue Modus ist von der TielnehmerInnenzahl abhängig und wird beim ersten Termin |
| more information » |
| |
2007/08 Winter Term
| 250263 |
VO Ausgewählte Kapitel aus Differentialgeometrie (Global Lorentz Geometry) |
| Grant, James |
| Mi, Do 13:00-15:00 D 1.01 (Mathematik) UZA 4 |
| 4 std. |
| |
| | | 250223 |
VO Banachalgebren |
| Gröchenig, Karlheinz |
| Di, Do 11:15-12:45 D103 (Mathematik) UZA 4 |
| 4 std. |
| This course offers an introduction to the theory and some applications of Banach algebras. This subject is part of the area of functional analysis, the prerequisites will be the basic facts from the theory of Hilbert spaces and Banach spaces (first half of a standard functional analysis course). |
| more information » |
| | | 250209 |
SE IK-Seminar (Moderne Analysis) |
| Gröchenig, Karlheinz; Kunzinger, Michael |
| Mi 11:15-12:45 D 1.03 (Mathematik) UZA 4 |
| 2 std. |
| |
| | | 250210 |
SE Seminar (Analysis) Verallgemeinerte Funktionen |
| Kunzinger, Michael; Steinbauer, Roland |
| Fr 9:15-10:45 D 1.03 (Mathematik) UZA 4 |
| 2 std. |
| |
| | |
VO Real algebraic geometry and polynomial optimization |
| Schichl, Hermann |
| Mo 9:20-11:00 |
| |
| |
| |
2006/07 Winter Term
| 250467 |
SE Seminar aus Mathematischer Populationsgenetik |
| Bürger, Reinhard;Schlötterer, Christian |
| Do 9.00 -10.30 UZA 4, HS A1.01 |
| 2 Std. |
| In diesem Seminar werden neuere Arbeiten aus dem Gebiet der Populationsgenetik besprochen.
Vorkenntnisse in Populationsgenetik sind daher erforderlich. So wie immer wird vorausgesetzt, daß
alle Teilnehmer die (ausgeteilten) Unterlagen gelesen haben, und das Seminar in Diskussionsform
abgehalten werden kann. Interessenten mögen sich bitte per Email an mich wenden
(Reinhard.Buerger@univie.ac.at). |
| more information » |
| | | 250507 |
VO Harmonic Analysis (Time-frequency analysis) |
| Gröchenig, Karlheinz |
| Di, Do 11:15-12:45 D 1.03 (Mathematik) UZA 4 |
| 3 std. |
| |
| more information » |
| | | 250508 |
SE Seminar (Time-Frequency Analysis) |
| Gröchenig, Karlheinz |
| Mo 11:15-12:45 D 1.03 (Mathematik) UZA 4 |
| 2 Std. |
| |
| more information » |
| | | 250547 |
VO Methods of Functional Analysis in partial differential equations |
| Komech, Alexander |
| ab 11.10.2006 Mo 15:00-16:30, Mi 11:00-12:30 Seminarraum 2A310, UZA 2, ab 11.10.2006 Fr 10:00-11:30 D 1.03 (Mathematik) UZA 4, Fr 14:00-15:30 Seminarraum 2A310, UZA 2 |
| 4 Std. |
| Inhalte:
i) Distributionen: Grundlegende Operationen, Variablentransformation, Faltung, Fouriertransformation.
ii) Sobolevräume, Sobolev-Einbettungssätze.
iii) Fundamentallösung und Greenfunktion für Differentialoperatoren.
iv) Pseudodifferentialoperatoren: Stetigkeit in Sobolevräumen, Verknüpfung, Parametrix.
v) Elliptische partielle Differentialoperatoren und Randwertprobleme: Shapiro-Lopatinskii Bedingung, Fredholm Eigenschaften, Schauder a priori Abschätzungen.
Methoden: Operationen mit Distributionen, Berechnung ihrer Fouriertransformation, Konstruktion von Fundamentallösungen und Greenfunktionen,
Stetigkeitskriterien für Integral- und Pseudodifferentialoperatoren in Hilberträumen, Anwendung von Pseudodifferentialoperatoren auf elliptische Randwertprobleme für partielle Differentialoperatoren, Konstruktion der Parametrix.
Ziele: Die Vorlesung soll eine Einführung in die Anwendung von modernen Methoden der Funktionalanalysis auf partielle Differentialgleichungen bieten.
Literatur: [1] A. Komech, Linear Partial Differential Equations with Constant Coefficients, p.127-260 in: Yu.V. Egorov, A.I. Komech, M.A. Shubin, Elements of the Modern Theory of Partial Differential Equations, Springer, Berlin, 1999.
[2] A. Komech, Book of Practical PDEs,
http://www.math.tamu.edu/~comech/posobie
[3] I.M. Gel'fand, G.E. Shilov, Verallgemeinerte Funktionen und das Rechnen mit ihnen, 1967 [German]. (Generalized functions. Vol. I: Properties and operations.
New York and London: Academic Press, 1964 [English].)
[4] W. Rudin, Functional analysis. McGraw-Hill, NY, 1991.
[5] L. Schwartz, Mathematische Methoden der Physik I. Mannheim - Wien - Zürich: Bibliographisches Institut,
B.I.- Wissenschaftsverlag, 1974.
[6] M. Shubin, Pseudodifferential operators and spectral theory. Springer, Berlin, 2001.
[7] M. Taylor, Pseudo differential operators. Springer, Berlin, 1974.
Kapitel:25.02 |
| more information » |
| | | 250548 |
VO Decomposition Techniques in Optimization |
| Shcherbina, Oleg |
| Di 9:00-10:30 A 1.01 (Mathematik) UZA 4 |
| 2 Std. |
| Inhalte:
Zerlegungsmethoden in lineare Programmierung (LP), Zerlegungsmethoden in nichtlineare Programmierung (NLP), Zerlegungsmethoden in diskrete Programmierung, Dualität in Optimierungsprobleme, Nichtserielle dynamische Programmierung, Raumzerlegungsmethoden für kombinatorische Probleme.
Methoden: Dantzig-Wolfe Algorithmus, Benders Algorithmus, Nichtserielle dynamische Programmierung, Baumzerlegungsmethoden.
Ziele: Grundkonzepte von Zerlegungsmethoden in LP, NLP, DP. Kenntnis von Zerlegungsverfahren.
Literatur: Conejo A.J., Castillo E., Minguez R., Garcia-Bertrand R. Decomposition techniques in mathematical programming. Springer-Verlag, 2006. Bertele U., Brioschi F. Nonserial dynamic programming. N.Y.: Academic
Press, 1972.
Hicks I.V., Koster A.M.C.A., Kolotoglu E. Branch and Tree Decomposition
Techniques for Discrete Optimization. Tutorials in Operations Research.
INFORMS-New Orleans, 2005.
Blocklehrveranstaltung
Kapitel:25.02 |
| more information » |
| | | 250503 |
VO Selected topics in partial differential equations: Pseudodifferential Operators and Microlocal Analysis Class |
| Steinbauer, Roland |
| Mon 13--15 A310 (UZA 2)
Thu 13--15 D1.07 (UZA 4) |
| 3 Std. |
| The theory of pseudodifferential operators emerged in the mid 1960-ies through the work of Kohn and Nirenberg and has earlier roots in Fourier analysis and singular integrals. It was subsequently refined by a number of mathematicians, most notably by Lars Hörmander, and turned into one of the most esstential tools in PDE. More precisely, it allows a flexible way of applying Fourier techniques to the study of variable-coefficient operators and singularities of distributions. By the latter we mean the wave front set, a refinement of the notion of singular support, in the sense that also the the "bad frequency directions'' of the distribution are taken into account---the study of which is called microlocal analysis.
Applications of pseudodifferential operators are multitude. The most prominent and classical is the propagation of the wave front set for solutions of partial differential equations. However, over the years, in particular pseudodifferential calculus has turned into a general method that has successfully been applied in diverse fields of analysis, recently also in time frequency analysis. |
| more information » |
| |
2006 Summer Term
| 250422 |
VO Attractors of Nonlinear PDES |
| Komech, Alexander |
| |
| 4 Std. |
| Mo 15:00-17:00 Seminarraum 2A310, UZA 2
Fr 14:00-16:00 D 1.07 (Mathematik) UZA 4 |
| | | 250362 |
SE Generalized Functions: Theory and Applications |
| Kunzinger, Michael |
| Mi 17:00-18:30 D 1.03 (Mathematik) UZA 4 |
| 2 Std. |
| Inhalte: Besprechung neuerer Arbeiten auf den Gebieten verallgemeinerte Funktionen, partielle Differentialgleichungen und globale Analysis und ihrer Anwendungen, im Zusammenhang mit dem START-Projekt "Nichtlineare distributionelle Geometrie"; insbesondere im Hinblick auf die Betreuung von DiplomandInnen und DissertantInnen.
Kapitel: 25.02 » |
| more information » |
| | |
VO Ausgewählte Kapitel aus Partielle Differentialgleichungen: Nonlinear Schrödinger Equations |
| Mauser, N.J.; Stimming, H.P. |
| Wed 14.30-15.45 and Thu 12.30-13.15 C714 |
| 3 Std. |
| Contact: norbert.mauser@univie.ac.at
Contents:
Analysis: Existence and Uniqueness of NLS with local and non-local nonlinearity, Scattering, Blow-up, Asymptotic results for the semi-classical limit.
Modeling: Motivation / Derivation of NLS models in Quantum dynamics incl. Time Dependent Density Functional Theory and Bose Einstein Condensates, NLS models in Nonlinear Optics,
Numerics: methods: Time Splitting Spectral methods and Relaxation schemes, Validation of Simulation results
Methods:
Functional Analysis, Semigroup theory, Sobolev embeddings, Strichartz estimates, linear PDE theory, Numerical schemes: Finite difference schemes, Spectral methods, Time splitting etc.
Goals:
Introduction to a very active field of PDE research and to some of the modern methods. Both masters thesis and PhD thesis in the field are supervised by the team of the Wissenschaftskolleg "Differential equations".
Requirements :
The presentation is selfcontained based on ma-terial distributed to the students. Good know- ledge of functional analysis + basic knowledge of PDEs and numerical mathematics is helpful.
NLS are a fascinating class of partial differential equations, occurring in a variety of applications. They present extremely hard problems both for "pure mathematicians" and for "applied mathematicians". We show how involved it is to answer the elementary questions : Does a solution exist ? Is it unique ? Does it exist for large times ? Can I calculate solutions ? Can I trust the curves the computer produces ? We address both mathematicians, physicists, chemists, astronomers, ? and focus on basic problems and methods for analytical treatment of NLS and the connection of mathematical theory to physical modeling (with emphasis on Quantum dynamics). Starting from this combination we present and discuss methods of numerical simulations and present/discuss also simulations that show the wealth of complexity of solutions of NLS. |
| | | 250318 |
VO Selected chapters in Lie groups and Lie Algebras (representation theory) |
| Neretin, Yurii |
| 6.3.-29.5.2006 Mo-Mi 10:00-11:00 D 1.07 (Mathematik) UZA 4 |
| 2 Std. |
| |
| |
2005/06 Winter Term
| 250034 |
SE Seminar aus Mathematischer Populationsgenetik |
| Bürger, Reinhard; Schlötterer, Christian |
| Do 9.00 -10.30 UZA 4, HS A1.01 |
| 2 Std. |
| In diesem Seminar werden neuere Arbeiten aus dem Gebiet der Populationsgenetik besprochen. Vorkenntnisse in Populationsgenetik sind daher erforderlich. So wie immer wird vorausgesetzt, daß alle Teilnehmer die (ausgeteilten) Unterlagen gelesen haben, und das Seminar in Diskussionsform abgehalten werden kann. Interessenten mögen sich bitte per Email an
mich wenden (Reinhard.Buerger@univie.ac.at).
Beginn: 27.10., 9.00 Uhr (pünktlich) |
| | | 250168 |
VO Populationsdynamik von Infektionskrankheiten |
| Capasso, Vincenco |
| 18.10.2005-31.1.2006 Di 16:00-18:00, Di 15.11.2005 16:0 D 1.03 (Mathematik) UZA 4 |
| 2 Std. |
| |
| more information » |
| | | 250170 |
SE Biomathematische Modelle |
| Capasso, Vincenco |
| 18.10.2005-31.1.2006 Di, Mi 11:00-12:00, Di 15.11.2005 D 1.03 (Mathematik) UZA 4 |
| 2 Std. |
| Content: Particular attention is being paid these days to the math.modelling of the social behaviour of individuals in a biological population, for different reasons; on one hand there is an intrinsic interest in population dynamics of herds, on the other hand agent based models are being used in complex optimizat. problems (ACO's, i.e. Ant Colony Optimizat.). Further decentralized/parallel computing is exploiting the capabilities of discretizat. of nonlinear reaction-diffusion systems by means of stochastic interacting particle systems.
Among other interesting features, these systems lead to selforganizat. phenomena, which exhibit interesting spatial patterns. As an example, here an interacting particle system modelling the social behaviour of ants is proposed, based on a system of stochastic differential equations, driven by social aggregating/repelling "forces". Specific reference to species observed in will be made. Extensions to models of chemotaxis, such as tumor driven angiogenesis will also be presented, in which the so called organizat. process is driven by an underlying biochemical field, strongly coupled with the spatial/geometric structure of the growing tumor. Current interest concerns how do properties on the macroscopic level depend on interactions at the microscopic level. Among the scopes of the seminar, a relevant one is to show how to bridge different scales at which biological processes evolve; in particular suitable "laws of large numbers" are shown to imply convergence of the evolution equations for empirical spatial distributions of interacting individuals to nonlinear reaction-diffusion equations for a so called mean field, as the total number of individuals becomes sufficiently large. We will see how by rather simple models based on stochastic differential equations we may gain remarkable insight in the behaviour of complex systems. |
| more information » |
| | | 250171 |
SE Seminar (moderne Analysis) |
| Feichtinger, Hans G.; Gröchenig, Karlheinz |
| Do 14:10-15:40 D 1.03 (Mathematik) UZA 4 |
| 2 Std. |
| Joint seminar with Prof. Groechenig, the team-leader of the European Excellence Grant EUCETIFA. Topic: Current research work undertaken by PhD and PostDoc members of the NuHAG team.
Also in cooperation with our WWTF-partners (Prof. Hlawatsch, TU Vienna). |
| more information » |
| | | 250121 |
SE Seminar (Analysis): Pseudodifferentialoperatoren |
| Hörmann, Günther |
| Mo 15:45-17:15 D 1.04 (Mathematik) UZA 4 |
| 2 Std. |
| |
| | | 250167 |
VO Dispersion and Attractors for Linear and Nonlinear Schrödinger and Klein-Gordon Equations |
| Komech, Alexander |
| ab 12.10.2005 Mi 17:00-19:00 und ab 14.10.2005 Fr 14:00 D 1.01 (Mathematik) UZA 4 |
| 4 Std. |
| |
| more information » |
| | | 250122 |
SE Seminar (Analysis): Nonlinear Distributional Geometry |
| Kunzinger, Michael |
| Do 13:15-14:45 D 1.04 (Mathematik) UZA 4 |
| 2 Std. |
| ab 13.10.2005 |
| | | 250099 |
VO Selcted topics from Differentialgeometry (Matrix geometry & geometry of classical groups) |
| Neretin, Yurii |
| Mo, Mi 10:00-12:00 D 1.07 (Mathematik) UZA 4 |
| 2 Std. |
| Blocklehrveranstaltung |
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