Buongiorno,
Ricordo, per chi volesse partecipare, che il seminario di Hideki Miyachi
inizia tra poco in sala seminari.
Cordiali saluti,
Fabrizio
Il lun 15 lug 2024, 18:04 Fabrizio Bianchi <fabrizio.bianchi(a)unipi.it> ha
scritto:
> Buongiorno,
>
> scrivo per avvisare che venerdì 19 alle 11, in aula seminari, ci sarà un
> seminario di Hideki Miyachi (Kanazawa University, Japan), di cui riporto
> sotto titolo e abstract.
>
> Hideki è ospite del Centro de Giorgi dal 15 al 26 luglio, per un Research
> in Pairs.
>
> In seguito al seminario, andremo a pranzo con l'ospite (probabilmente al
> Quore). Vi chiedo di farmi sapere entro mercoledì se pensate di esserci per
> il pranzo, così da poter prenotare.
>
> Grazie in anticipo, e a presto,
> Fabrizio
>
>
> -------
> Title : Toward Complex Geometry of Teichmueller space
> Abstract:
> The Teichmueller space of Riemann surfaces of genus g is a deformation
> space of marked Riemann surfaces of genus g. It is the orbifold universal
> covering space over Riemann's moduli space of Riemann surfaces, with the
> Deck transformation group being a quotient group of the mapping class
> group. TheTeichmueller space has a natural complex structure and is
> considered the universal space of holomorphic families of Riemann surfaces.
> It also has a natural Finsler metric on the tangent bundle called the
> Teichmueller metric, which coincides with the Kobayashi metric.
> Furthermore, the Teichmueller space of tori is canonically identified with
> the upper-half space via the generators of lattices, and the Teichmueller
> metric coincides with the Poincaré metric of curvature -4. In this talk, I
> will discuss my recent progress on the complex geometry of the Teichmueller
> space. We will begin with the Teichmueller space of tori to discuss the
> model case and present results including
>
> • the characterization of the PluriGreen function and the Poisson
> integral formula; and
> • the infinitesimal properties of the Teichmueller metric.
>
> If time permits, I would also like to address ongoing problems and
> conjectures.
> ——
>
>
> --
> Fabrizio Bianchi
> Dipartimento di Matematica
> Largo Bruno Pontecorvo 5
> 56127 Pisa, Italy
> https://people.cs.dm.unipi.it/bianchi/
>
>
Buongiorno,
scrivo per avvisare che venerdì 19 alle 11, in aula seminari, ci sarà un
seminario di Hideki Miyachi (Kanazawa University, Japan), di cui riporto
sotto titolo e abstract.
Hideki è ospite del Centro de Giorgi dal 15 al 26 luglio, per un Research
in Pairs.
In seguito al seminario, andremo a pranzo con l'ospite (probabilmente al
Quore). Vi chiedo di farmi sapere entro mercoledì se pensate di esserci per
il pranzo, così da poter prenotare.
Grazie in anticipo, e a presto,
Fabrizio
-------
Title : Toward Complex Geometry of Teichmueller space
Abstract:
The Teichmueller space of Riemann surfaces of genus g is a deformation
space of marked Riemann surfaces of genus g. It is the orbifold universal
covering space over Riemann's moduli space of Riemann surfaces, with the
Deck transformation group being a quotient group of the mapping class
group. TheTeichmueller space has a natural complex structure and is
considered the universal space of holomorphic families of Riemann surfaces.
It also has a natural Finsler metric on the tangent bundle called the
Teichmueller metric, which coincides with the Kobayashi metric.
Furthermore, the Teichmueller space of tori is canonically identified with
the upper-half space via the generators of lattices, and the Teichmueller
metric coincides with the Poincaré metric of curvature -4. In this talk, I
will discuss my recent progress on the complex geometry of the Teichmueller
space. We will begin with the Teichmueller space of tori to discuss the
model case and present results including
• the characterization of the PluriGreen function and the Poisson
integral formula; and
• the infinitesimal properties of the Teichmueller metric.
If time permits, I would also like to address ongoing problems and
conjectures.
——
--
Fabrizio Bianchi
Dipartimento di Matematica
Largo Bruno Pontecorvo 5
56127 Pisa, Italy
https://people.cs.dm.unipi.it/bianchi/
Dear All,
This is to announce the workshop Combinatorial Algebraic Topology, and Applications II (CATA II) that will be held at Centro De Giorgi in Pisa (IT) from the 1st to the 4th of October 2024. Registration is available at the webpage (http://www.crm.sns.it/event/532/). Registration is free, although mandatory, due to restrictions on the number of participants.
A preliminary list of speakers includes:
Filippo Callegaro (Università di Pisa)
Paola Cristofori (Università di Modena e Reggio Emilia)
Brent Everitt (University of York)
Dejan Govc (University of Ljubljana)
Claudia Landi (Università di Modena e Reggio Emilia)
Ran Levi* (University of Aberdeen)
Martino Lupini (Università di Bologna)
Giuliamaria Menara (Università degli Studi di Trieste)
Marija Jelic Milutinovic (University of Belgrade)
Christine Vespa (Université Aix-Marseille)
*to be confirmed
Limited funding might be available to junior participants. In case of interest, please contact Luigi Caputi (luigi.caputi(a)unito.it<mailto:luigi.caputi@unito.it>) or Carlo Collari (carlo.collari(a)dm.unipi.it<mailto:carlo.collari@dm.unipi.it>). The workshop includes some sessions of contributed talks. Those interested in applying should send an email to crm(a)sns.it<mailto:crm@sns.it> (with the organisers in CC), including title and abstract (and financial support request, if any), for the evaluation by the Scientific Committee.
The deadline for both funding and contributed talks is the 9th of August 2024.
Looking forward to seeing you in Pisa.
The organizers,
Luigi Caputi and Carlo Collari
