19.05.2018. Workshop: On some recent developments in local and global representation theory.
10:00-11:00 Allen Moy, The Hong Kong University of Science and Technology
Title: Morita equivalence of Peter-Weyl Iwahori algebras
Abstract: The Peter-Weyl idempotent of a parahoric subgroup is the sum of the idempotents of irreducible representations which have a nonzero Iwahori fixed vector. The associated convolution algebra is called a Peter-Weyl Iwahori algebra. We show any Peter-Weyl Iwahori algebra is Morita equivalent to the Iwahori-Hecke algebra. Both the Iwahori-Hecke algebra and a Peter-Weyl Iwahori algebra have a natural C*-algebra structure, and the Morita equivalence preserves irreducible hermitian and unitary modules. Both algebras have another anti-involution denoted as •, and the Morita equivalence preserves irreducible and unitary modules for the • involution. This work is joint with Dan Barbasch.
11:15-12:15 Marko Tadić, PMF-MO
Title: On unitarizability for classical p-adic groups
Abstract: We shall discuss possibility of describing unitarizability of classical p-adic groups (in the case of any generalised rank) based only
on the cuspidal reducibilities (i.e. reducibilities in the generalised rank one case), and explain how one can get this in the case of
generalised rank three. We shall also comment the case of generic and spherical unitary duals of classical p-adic groups.
14:00-15:00 Ivan Matić, Odjel za matematiku, Sveučilište u Osijeku
Title: Reducibility and composition series of certain representations induced from the maximal parabolic subgroups
Abstract: Let G_n denote either the group Sp(n, F) or SO(2n+1, F) over a non-archimedean local field F. We will discuss reducibility of certain
representations of the group G_n which are obtained by the parabolic induction from the maximal parabolic subgroups, and may play an
interesting role in the determination of the unitary dual. If time permits, in particular cases we will also discuss the composition series.
15:15-16:15 Harald Grobner, Faculty of Mathematics, University of Vienna
Title: Rationality and the refined global GGP-conjecture for definite unitary groups
Abstract:The refined global GGP-conjecture states a very precise relationship between the global period integral of two cusp forms on unitary groups, on the one hand, and a quotient of special values of L-functions and local integrals, on the other hand. If the two cusp forms come from cuspidal automorphic representations, which are supercuspidal at one non-archimedean place, then this conjecture has been shown by Beuzard-Plessis — up to a sign. In this talk, we present a totally different approach to the refined GGP-conjecture for totally definite unitary groups via Whittaker-periods: As our major result we will prove the conjecture without the all-present assumption of local supercuspidality — up to certain algebraic numbers. (This is joint work with J. Lin.)
16:30-16:45 Petar Bakić, PMF-MO
Title: Theta lifts of generic representations
Abstract: Using some recent results on theta lifts of tempered representations, we describe the theta correspondence for irreducible generic representations.
16:45-17:00 Darija Brajković, Odjel za matematiku, Sveučilište u Osijeku
Title: Representations of the p-adic group SO(7)
Abstract: Examination of the structure of the non-unitary dual of the p-adic group SO(7) with the support on the minimal parabolic subgroup.
17:00-17:15 Igor Ciganović, PMF-MO
Title: Composition series of a class of standard representations
Abstract: We decompose a class of standard representations built on cuspidal representation with one half cuspidal reducibility in terms of Moeglin Tadic classification of discrete series.
17:15-17:30 Sonja Žunar, PMF-MO
Title: Non-vanishing of Poincaré series on the metaplectic group
Abstract: We will discuss a refinement of Muić's integral non-vanishing criterion for Poincaré series on unimodular locally compact Hausdorff groups and its applications to cusp forms of half-integral weight.
17:30-17:45 Iva Kodrnja, Građevinski fakultet, Sveučilište u Zagrebu
Title: Generic construction of models for modular curves
Abstract: Using the bases of appropriate linear subspaces of the space of modular forms, we can find various projective models for associated modular curves.
23.04.2018.,Petar Bakić, PMF-MO,
"Theta liftovi generičkih reprezentacija II."
16.04.2018.,Petar Bakić, PMF-MO,
"Theta liftovi generičkih reprezentacija."
15.01.2018.,Darija Brajković, Odjel za matematiku, Sveučilište u Osijeku,
"Unitarni dual p-adske grupe SO(7) s nosačem na minimalnoj paraboličkoj podgrupi"-obrana teme doktorske disertacije.
11.12.2017.,Sonja Žunar, PMF-MO,
"O analitičkom proširenju i neponištavanju L-funkcija II".
04.12.2017.,Sonja Žunar, PMF-MO,
"O analitičkom proširenju i neponištavanju L-funkcija".
13.11.2017.,Sonja Žunar, PMF-MO,
"O skalarnom produktu nekih kusp-formi polucijele težine".
2016/2017
- 12.06.2017.,Sonja Žunar, PMF-MO,
"O skalarnom produktu nekih automorfnih formi na grupi Mp_2(\mathbf{R})".
- 22.05.2017.,Darija Brajković,Odjel za matematiku, Sveučilište u Osijeku,
"Reprezentacije neparne specijalne ortogonalne grupe II."
- 15.05.2017.,Darija Brajković,Odjel za matematiku, Sveučilište u Osijeku,
"Reprezentacije neparne specijalne ortogonalne grupe."
- 27.03.2017.,Ivan Matić,Odjel za matematiku, Sveučilište u Osijeku,
"O reprezentacijama izomorfnim svom Aubert dualu."
- 06.03.2017.,Sonja Žunar, PMF-MO,
"Neponištavanje nekih Poincaréovih redova na metaplektičkoj grupi".
- 13.02.2017., Petar Bakić, PMF-MO,
"Theta liftovi temperiranih reprezentacija IV."
- 06.02.2017., Petar Bakić, PMF-MO,
"Theta liftovi temperiranih reprezentacija III."
- 30.01.2017., Petar Bakić, PMF-MO,
"Theta liftovi temperiranih reprezentacija II."
- 23.01.2017., Petar Bakić, PMF-MO,
"Theta liftovi temperiranih reprezentacija."
- 16.01.2017., Allen Moy, Hong Kong University of Science and Technology,
An Euler-Poincaré formula for a depth zero Bernstein projector.
Abstract Work of Bezrukavnikov-Kazhdan-Varshavsky uses an equivariant
system of trivial idempotents of Moy-Prasad groups to obtain an Euler-Poincaré formula for the r-depth Bernstein projector.
We establish an Euler-Poincaré formula for the projector to an individual depth zero Bernstein component in terms of an equivariant system
of Peter-Weyl idempotents of parahoric subgroups P associated to a block of the reductive quotient P. This work is joint with Dan Barbasch
and Dan Ciubotaru.
- 19.12.2016. Sonja Žunar, PMF-MO,
Integrabilne reprezentacije grupe Mp_2(\mathbf{R}) i Poincaréovi redovi II.
- 12.12.2016. Ivan Matić, Odjel za matematiku, Sveučilište u Osijeku,
O eksplicitnom određivanju Aubert duala II.
- 05.12.2016. Ivan Matić, Odjel za matematiku, Sveučilište u Osijeku,
O eksplicitnom određivanju Aubert duala.
- 14.11.2016. Sonja Žunar, PMF-MO,
Integrabilne reprezentacije grupe Mp_2(\mathbf{R}) i Poincaréovi redovi.
2015/2016
- 08.07.2016, Iva Kodrnja, Građevinski fakultet, obrana doktorske disertacije
Modeli modularnih krivulja, modularne forme i eta-kvocijenti.
- 04.07.2016, Petar Bakić, PMF-MO, obrana teme doktorske disertacije
Theta liftovi ireducibilnih reprezentacija metaplektičke grupe
- 27.06.2016, Petar Bakić, PMF-MO
O theta korespondenciji II
- 13.06.2016, Sonja Žunar, PMF-MO,
javna obrana teme doktorske disertacije:
Neponištavanja Poincaréovih redova na metaplektičkoj grupi i primjene
- 25.04.2016, Petar Bakić, PMF-MO,
O theta korespodenciji
- 04.04.2016, Sonja Žunar, PMF-MO,
Osnovna serija reprezentacija grupe Mp_2(\mathbb{R})
- 21.03.2016, Iva Kodrnja, Građevinski fakultet,
Eta kvocijenti III.
- 14.03.2016, Iva Kodrnja, Građevinski fakultet,
Eta kvocijenti II.
- 16.02.2016., Sonja Žunar, PMF-MO,
Dizanje modularnih formi do automorfnih formi u slučaju polucijele težine II.
- 08.02.2016., Sonja Žunar, PMF-MO,
Dizanje modularnih formi do automorfnih formi u slučaju polucijele težine .
- 25.01.2016, Nevena Jurčević-Peček, Sveučilište u Rijeci,
Teorija reprezentacija hermitskih kvaternionskih grupa nad p-adskim poljima (obrana doktorske disertacije).
- 14.12.2015, Iva Kodrnja, Građevinski fakultet,
Eta kvocijenti.
- 07.12.2015, Ivan Krijan, PMF-MO,
Sferičke reprezentacije grupe GL_2 nad p-adskim poljem IV.
- 30.11.2015, Ivan Krijan, PMF-MO,
Sferičke reprezentacije grupe GL_2 nad p-adskim poljem III.
- 09.11.2015, Ivan Krijan, PMF-MO,
Sferičke reprezentacije grupe GL_2 nad p-adskim poljem II.
- 02.11.2015, Ivan Krijan, PMF-MO,
Sferičke reprezentacije grupe GL_2 nad p-adskim poljem.
2014/2015
- 07.09.2015, Nevena Jurčević Peček, Odjel za matematiku, Sveučilište u Rijeci,
Teorija reprezentacija hermitskih kvaternionskih grupa nad p-adskim poljima.
- 17.07. 2015. Yeansu Kim, Iowa State University, Applications of Tadić's structure formula.
Abstract We will mainly explain the applications of Tadić's structure formula. Tadić's
structure formula explicitly describe the Jacquet modules of induced representa-
tions. One application is the classification of strongly positive representations of
GSpin groups. It has an application on the proof of the equality of L-functions
through local Langlands correspondence in the case of GSpin groups. That equality
also has an interesting application in proving the generic Arthur L-packet conjec-
ture. The generic Arthur L-packet conjecture states that if the L-packet attached
to Arthur parameter has a generic member, then it is tempered. If time permits, I
will explain the case of classical groups as well.
- 15.06.2015. Iva Kodrnja, Građevinski fakultet, obrane teme doktorskog rada: Modeli modularnih krivulja, modularne forme i eta-kvocijenti.
- 08.06.2015., Matias Victor Moya Giusti, Universit\'{e} Paris Diderot (Paris 7), On the existence of ghost classes in the cohomology of certain Shimura varieties,
Abstract We begin by introducing the concept of ghost classes in the cohomology
of locally symmetric spaces to fix some notations, then we explain a
method to study the existence of ghost classes in the case of a Shimura
variety of Q-rank 2, where the complex structure allows us to use the
theory of Hodge structures. Finally we apply these strategies to the
Shimura varieties associated to GSp_4 and GU(2, 2).
- 04.05.2015., Sonja Žunar, Ireducibilne unitarne reprezentacije grupe SL(2,\mathbb{R}), dio II
- 13.04.2015., Sonja Žunar, Ireducibilne unitarne reprezentacije grupe SL(2,\mathbb{R}), dio I
- 23.03.2015., Petar Bakić, Reprezentacije grupe GL(2) nad lokalnim nearhimedskim poljem - dio III
- 16.03.2015., Petar Bakić, Reprezentacije grupe GL(2) nad lokalnim nearhimedskim poljem - dio II
- 09.03.2015., Petar Bakić, Reprezentacije grupe GL(2) nad lokalnim nearhimedskim poljem - dio I
- 19.01.2015, Jing Feng Lau, University of Singapore, On the residual spectrum of a quasi-split group of
type D4
Abstract In this talk, I will present the results for the residual
spectrum of a quasi-split group of type D4 supported on maximal
parabolics and some partial results for the residual spectrum supported
on the Borel subgroup if time permits. This is work still in progress.
- 01.12.2014, Nevena Jurčević, Matematički odjel, Sveučilište u Rijeci,
Parabolička indukcija za klasične p-adske grupe.
- 24.11.2014., Ivan Krijan, Reprezentacije kompaktnih grupa i Peter-Weylov teorem.
- 27.10.2014., Sonja Žunar, Uvod u modularne forme.
- 20.10.2014., Petar Bakić, Uvod u geometriju shema.
2013/2014
- 01.09.2014., Shunsuke Yamana, Department of Mathematical Sciences, Kyushu University, Japan,
Symmetric square L-functions for GL(n) and invariant trilinear forms,
Abstract Following Bump-Ginzburg and Takeda, we develop a theory of symmetric square L-functions for GL(n).
>We characterize its pole in terms of certain trilinear period integrals, determine all irreducible summands of the discrete spectrum of GL(n) having nonvanishing trilinear periods, and construct nonzero local invariant trilinear forms on a certain family of local induced representations.
- 04.09.2014., Shunsuke Yamana, Department of Mathematical Sciences, Kyushu University, Japan,
L-functions and theta correspondence,
Abstract The doubling method of Piatetski-Shapiro and Rallis applies in the local situation to define local factors of representations of classical groups. On the one hand, the L-factor is defined as a g.c.d. of the local zeta integrals for all good sections. On the other hand, it is defined from the gamma factor by using the Langlands classification. In this talk I develop a theory of the zeta integral and prove that the two candidates of the L-factor agree. Applications include a characterization of nonvanishing of global theta liftings in terms of the analytic properties of the complete L-functions and the occurrence in the local theta correspondence.
- 30.06.2014., Igor Ciganović, PMF-MO, Obrana doktorske disertacije
- 16-20.06.2014.Representations of p-adic groups; A conference dedicated to Marko Tadić on his 60th birthday
- 07.04.2014., Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa VII.
- 24.03.2014., Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa VI.
- 10.02.2014., Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa V.
- 03.02.2014, Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa IV.
- 16.12.2013, Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa III.
- 09.12.2013, Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa II.
- 02.12.2013, Iva Kodrnja, Građevinski fakultet,
Geometrija Fuchsovih grupa.
- 18.11.2013, Igor Ciganović, PMF-MO,
Nerazgranate reprezentacije metaplekticke grupe.
- 14.10.2013., Gordan Savin, University of Utah:
Twisted Bhargava Cubes.
2012/2013
- 01.07.2013., Dubravka Ban, Department of Mathematics, Southern Illinois
University, Carbondale:
R-grupe za GSpin grupe.
- 20.05.2013., Harald Grobner, University of Vienna,
Periods and special values of automorphic L-functions
Abstract
In this talk we are going to present some recent results,
obtained in joint work with M. Harris, on the algebraicity
of special values of the Rankin-Selberg L-function and
the adjoint L-function. The main methods will be automorphic
cohomology and base change from unitary groups. We will
also point out, how these results can be used, in order
to show potential new results on the internal nature of
cohomological and motivic periods.
- 06.05.2013., Erez Lapid,Institute of Mathematics, Hebrew University of Jerusalem,
Some analytic aspects of the trace formula.
Abstract: in order to obtain applications of the trace formula in the
spirit of Selberg one has to confront several analytic difficulties, both global and local.
I will discuss what is known and remains to be done, based on joint work with Tobias Finis and Werner Muller.
- 22.04.2013., Ivan Krijan, PMF-MO,
Multipliciteti presjeka ravninskih krivulja.
- 15.04.2013., Damir Mikoč, Odjel za matematiku, Sveučilište u Rijeci,
Gornja poluravnina i Fuchsove grupe.
- 18.03.2013., Igor Ciganović, PMF-MO
Ireducibilne nerazgranate reprezentacije za klasične p-adske grupe II
- 11.03.2013., Igor Ciganović, PMF-MO
Ireducibilne nerazgranate reprezentacije za klasične p-adske grupe.
- 19.11.2012., Igor Ciganović, PMF-MO
Klasifikacija Zelevinskog za reprezentacije metaplektičke grupe II
- 29.10.2012., Igor Ciganović, PMF-MO
Klasifikacija Zelevinskog za reprezentacije metaplektičke grupe
- 22.10.2012., Igor Ciganović, PMF-MO
Geometrijska lema za metaplektičku grupu
- 15.10.2012., Igor Ciganović, PMF-MO
Parabolička indukcija i Jacquetov funktor za metaplektičku grupu III
- 01.10.2012., Igor Ciganović, PMF-MO
Parabolička indukcija i Jacquetov funktor za metaplektičku grupu II
- 24.09.2012., Igor Ciganović, PMF-MO
Parabolička indukcija i Jacquetov funktor za metaplektičku grupu.
2011/2012
- 04.06.2012., Allen Moy , HKUST
Two shorter talks on cusp forms and one K-type representations.
Abstract: This talk will in fact be two shorter talks.
The first talk is about cusp forms on a p-adic Lie algebra
and Lie group. It is joint work in progress with
Fiona Murnaghan and Xuhua He on a conjecture about
cusp forms supported on the topologically nilpotent set.
The second mini talk is about one K-type representations.
The latter are representations of the Weyl group which
can be extended to hermitian representations of the
graded Hecke algebra and they yield unitary representations
of the p-adic group. Examples of these are the Speh
representations. In joint work with Dan Ciubotaru, we have
noticed that the Dirac operator for a one K-type representation
is zero. This makes them very interesting examples.
- 9.12.2011, 15:00 (104) Abhishek Saha (ETH, Zurich), Transfer of Siegel modular forms
Abstract:I will describe recent joint work with Ameya Pitale and Ralf
Schmidt about the non-generic Langlands transfer of full-level Siegel
modular forms from GSp(4) to GL(4). The method is based on the
converse theorem of Cogdell and Piatetski-Shapiro and an integral
representation of Furusawa for L-functions on GSp(4) \times GL(2).
- 8.12.2011., 13:00 (109) Abhishek Saha (ETH, Zurich), Determination of modular forms by Fourier coefficients
Abstract:It is an interesting question when a natural subset of the
Fourier coefficients are sufficient to uniquely determine a modular
form. I will describe recent work that investigates this question for
classical holomorphic cusp forms of half-integral weight, and Siegel
cusp forms of genus 2. These two apparently very different scenarios
turn out to be closely related, and have important consequences for
the L-functions and Bessel models related to Siegel cusp forms. In
particular, an application to the case of Yoshida lifts leads to a
simultaneous non-vanishing theorem for two Rankin-Selberg L-functions.
Part of this is joint work with Ralf Schmidt.
- 17.11.2011., (13:00, predavaona 104), Gergely Harcos, Alfred Renyi Insitute of
Mathematics, Budapest, A hybrid asymptotic formula for the second moment of Rankin-Selberg
L-functions
- 10.10.2011., Ivan Matić, Odjel za matematiku, Osijek, Princip očuvanja za diskretne serije metaplektičkih grupa II
- 03.10.2011., Ivan Matić, Odjel za matematiku, Osijek, Princip očuvanja za diskretne serije metaplektičkih grupa
- 26.09.2011., Marcela Hanzer, PMF-MO, Eksplicitna konstrukcija automorfnih reprezentacija simplektičke grupe s kvadratnim unipotentnim Arthurovim parametrom III
- 19.09.2011., Marcela Hanzer, PMF-MO, Eksplicitna konstrukcija automorfnih reprezentacija simplektičke grupe s kvadratnim unipotentnim Arthurovim parametrom II
- 12.09.2011., Marcela Hanzer, PMF-MO, Eksplicitna konstrukcija automorfnih reprezentacija simplektičke grupe s kvadratnim unipotentnim Arthurovim parametrom.
2010/2011
- 04.07.2011., Dubravka Ban, Klasične R-grupe i Arthurove R-grupe
- 06.06.2011., Dragan Miličić, Geometrija i unitarnost
- 30.05.2011., Igor Ciganović, Algebarski pristup klasifikaciji Zelevinskog za klasične p-adske grupe III
- 23.05.2011., Igor Ciganović, Algebarski pristup klasifikaciji Zelevinskog za klasične p-adske grupe II
- 09.05.2011., Igor Ciganović, Algebarski pristup klasifikaciji Zelevinskog za klasične p-adske grupe
- 02.05.2011., Nevena Jurčević Peček, Reprezentacije kompaktnih grupa II
- 18.04.2011., Nevena Jurčević Peček, Reprezentacije kompaktnih grupa I
- 11.04.2011. Igor Ciganović, Reprezentacije simplektičkih grupa nad p-adskim poljem III
- 4.04.2011. Igor Ciganović, Reprezentacije simplektičkih grupa nad p-adskim poljem II
- 28.03.2011. Igor Ciganović, Reprezentacije simplektičkih grupa nad p-adskim poljem
- 28.02.2011. Ioan Badulescu (University of Montpellier),
An application of the Zelevinsky involution
Abstract: Moeglin and Waldspurger gave an algorithm for computing the Zelevinsky
involution. I will
show how to use this algorithm to solve several problems concerning p-adic
Speh representations
(for example to show that Speh representations are unitary).
- 20.12. 2010. G. Savin, Konstrukcija lokalnih polja u rezidualnoj
karakteristici 2
- 13.12. 2010. I. Matić, Jacquetovi moduli strogo pozitivnih diskretnih
serija
- 6.12. 2010. I. Matić, Strogo pozitivne reprezentacije metaplektičkih grupa
- 22.11. 2010. G. Muić,
Skalarni produkt automorfnih formi i primjene II
- 15.11. 2010. G. Muić,
Skalarni produkt automorfnih formi i primjene
- 8.11.2010. I. Ciganović,
Sfericke reprezentacije grupe GL_2 nad p-adskim poljem
- 25.10.2010. N. Grbac,
Automorfna kohomologija grupe GL_2 nad kvaternionskom algebrom
- 4. 10.2010. I. Ciganović,
Reprezentacije osnovne serije grupe GL_2 nad p-adskim poljem III
- 27.09.2010. I. Ciganović,
Reprezentacije osnovne serije grupe GL_2 nad p-adskim poljem II
- 13.09.2010. I. Ciganović,
Reprezentacije osnovne serije grupe GL_2 nad p-adskim poljem.
2009/2010
- 15.3. 2010 M. Hanzer, Dualni unitarni reduktivni parovi i odnos
reducibilnosti odgovarajućih
induciranih reprezentacija II
- 8.3. 2010 M. Hanzer, Dualni unitarni reduktivni parovi i odnos
reducibilnosti odgovarajućih
induciranih reprezentacija
- 4.2. 2010 u 16:00 (predavaonica 108) I. Matić, obrana
doktorske disertacije.
-
18. 01. N. Grbac, Automorfna kohomologija reduktivnih grupa
- nužni uvjeti neponištavanja 2
-
11. 01. N. Grbac, Automorfna kohomologija reduktivnih grupa
- nužni uvjeti neponištavanja
- 21.12. N. Grbac, Automorfna kohomologija reduktivne grupe - Frankeova
filtracija
- 14.12. (ponedjeljak) u 16:15
G. Muić, Geometrijska gustoća Heckeovih karaktera i posljedice na
strukturu kuspidalnog spektra poluproste algebarske grupe
- 7.12. 2008. (s početkom u 16:15) I. Ciganović, Reprezentacije
kompaktnih grupa
- 30.11. 2008. (s početkom u 16:30) G. Muić, Sistem izvodnica za
prostore kuspidalnih modularnih formi II
- 23.11. 2008. (s početkom u 16:00) G. Muić, Sistem izvodnica za prostore kuspidalnih modularnih formi
- 16. 11. 2009. A. Moy, Distribution algebras on a p-adic group and Lie algebra
- 9.11. 2009. G. Muić, Nove konstrukcije i tehnike neponištavanja modularnih formi težine >2
- 28. 09. 2009. A. Valent, Strogo pozitivne kvadratno--integrabilne
reprezentacije grupe GSp(n) I
- 5. 10. 2009. A. Valent, Strogo pozitivne kvadratno--integrabilne
reprezentacije grupe GSp(n) II
- 19.10. 2009. A. Valent, Kvadratno--integrabilne reprezentacije grupe GSp(n)
2008/2009
-
25. 9. 2008. I.Matić, Struktura spinornih grupa
-
15.12. 2008. I. Matić, Levijevi faktori p-adskog Spin(2n+1)
- 22.12. 2008. s početkom u 11:30 u predavaonici 108 G. Muić, Egzistencija nekih tipova kuspidalnih automorfnih
reprezentacija
- 9. 3. M. Hanzer, Rang jedan reducibilnosti za metaplektičke grupe
preko theta korespondencije
- 16. 3. M. Hanzer, Rang jedan reducibilnosti za metaplektičke grupe
preko theta korespondencije II
- 23. 3. Igor Ciganović, Tateova konstrukcija L-funkcija pridruženih
Hecke-ovim karakterima I
- 30. 3. Igor Ciganović, Tateova konstrukcija L-funkcija pridruženih
Hecke-ovim karakterima II
- 7. 4. Igor Ciganović, Tateova konstrukcija L-funkcija pridruženih
Hecke-ovim karakterima III
- 27.4. N. Grbac: Eisensteinova kohomologija aritmetičkih podgrupa
klasičnih grupa
- 11.5. N. Grbac: Eisensteinova kohomologija aritmetičkih podgrupa
klasičnih grupa II
- 18.5. M. Hanzer: Unitarni dual dvolisnog natkrivača Sp(4)
- 25.5. M. Hanzer: Unitarni dual dvolisnog natkrivača Sp(4) II
- 1.6. I. Ciganović,
Heckeov dokaz funkcionalne jednadžbe za zeta funkcije I
- 8. 6. I. Ciganović,
Heckeov dokaz funkcionalne jednadžbe za zeta funkcije II
- 7.7. 2009. u 18:00 Jeffrey Adler: Towards a lifting of
representations of finite reductive groups
2007/2008
-
6.11. 2007. I.Matić, Whittakerovi funkcionali
- 13.11. 2007. A. Moy (Hong-Kong), Distribution algebras and the
Bernstein center.
-
20.11. 2007. I.Matić, Whittakerovi funkcionali II
- 27.11. M. Hanzer, Unitarizabilnost jedne klase Aubert duala
kvadratno--integrabilnih reprezentacija
- (zajednički sa Seminar za teoriju brojeva i algebru) 28.11. 12:00
(točno)-13:00, predavaonica 001, Wayne Raskind (University of Southern
California, Los Angeles), Totally degenerate reduction and the
conjectures of Hodge and Tate
- 18.12. M. Hanzer, Unitarizabilnost jedne klase Aubert duala
kvadratno--integrabilnih reprezentacija II
- 15. 1. 2008. G. Muić, Konstrukcija kuspidalnih
automorfnih formi koristeći Poincarove redove I
- 22. 1. 2008. G. Muić, Konstrukcija kuspidalnih
automorfnih formi koristeći Poincarove redove II
- 12.2. 2008. G. Savin (University of Utah), Rank one reducibility for
SO_{2n+1} and Sp_{2n}
- 11.3. 2008. Ivan Matić, "Unitarni dual p-adskog SO(5) I"
- 18.3. 2008. Ivan Matić, "Unitarni dual p-adskog SO(5) II"
- 25.3. 2008. Ivan Matić, "Unitarni dual p-adskog SO(5) III"
- 8.4. 2008. Ivan Matić, "Unitarni dual p-adskog SO(5) IV"
- 15. 4. 2008. Davor Dragičević "Modularne forme polucijelog nivoa"
- 21. 4. 2008. Neven Grbac "Posljedice Arthurovih slutnji na
samodualne kuspidalne automorfne reprezentacije opće linearne grupe"
- 29. 4. 2008. Davor Dragičević "Modularne forme polucijelog nivoa
II"
- 6.5. 2008. T. Oda (Tokyo University) "Realizations of discrete series
representations of "small" semisimple Lie groups of higher rank"
- 13. 5. Goran Muić "Automorfne realizacije ireducibilnih
reprezentacija grupe SL_2(R)"
- 20. 5. 2008. Davor Dragičević "Neke primjene modularnih formi"
- 10. 6. 2008. Dubravka Ban, "Kriterij kvadratne integrabilnosti za
natkrivajuće grupe"