Geometria_Pisa

geometria_pisa@lists.dm.unipi.it

763 discussions

Manifolds and Groups in Bologna, II
by Bruno Martelli 06 Feb '24

06 Feb '24

Dear all, we are pleased to announce the following event: Manifolds and Groups in Bologna, II ----------------------------------------- Date: Wednesday, Apr 17, 2024 -- Friday, Apr 19, 2024 Place: University of Bologna The aim of this workshop is to bring together young researchers working in low-dimensional topology and geometric group theory in a broad sense. The event consists in main lectures and shorter talks in order to give the opportunity to young researchers to present their own research. The workshop is hosted by the University of Bologna and it is sponsored by the GNSAGA (INdAM), PRIN "Geometry and Topology of Manifolds", Dipartimento di Matematica (Università di Bologna). Main speakers: Monika Kudlinksa (University of Oxford), Kevin Li (University of Regensburg), Maria Beatrice Pozzetti (University of Heidelberg), George Raptis (University of Regensburg), Davide Spriano (University of Oxford), Paula Truöl (MPIM Bonn). Junior speakers: Giuseppe Bargagnati (University of Pisa), Pietro Capovilla (SNS Pisa), Paolo Cavicchioli (University of Bologna), Jacopo Guoyi Chen (SNS Pisa), Gemma Di Petrillo (University of Trento), Martina Jørgensen (ETH Zurich), Giorgio Mangioni (Heriot-Watt University), Alice Merz (University of Pisa), Edoardo Rizzi (SNS Pisa), Anna Roig Sanchis (Sorbonne University), Matthias Uschold (University of Regensburg). website: https://math.unibo.it/en/events/manifolds-and-groups-in-bologna-2024 Looking forward to seeing you in Bologna, Marco Moraschini, Stefano Riolo and Filippo Sarti (University di Bologna)

1 0

Fwd: Summer school - Low-dimensional Topology - Budapest 1-5 July 2024
by Bruno Martelli 01 Feb '24

01 Feb '24

---------- Messaggio inoltrato --------- Da: marengon <marengon(a)renyi.hu> Data: gio 1 feb 2024 alle 10:46 Oggetto: Summer school - Low-dimensional Topology - Budapest 1-5 July 2024 A: Dear colleague, We would like to advertise a *Summer School* in *low-dimensional topology*, organized by the Simons collaboration "New structures in low-dimensional topology", which will take place at the * Rényi Institute* in *Budapest (Hungary)* on the week of *1st-5th July 2024*. The main target audience of the summer school are PhD students. See https://erdoscenter.renyi.hu/events/summer-school-new-structures-low-dimens… for more information. We have limited funding to support some junior participants as well as limited space. Registration and application for funding is now open at the above link. The deadline for application is * 15th March 2024*. Please forward this message to anyone who might be interested in applying. Our best wishes, The organizers Sergei Gukov, Aaron Lauda, Marco Marengon, Tom Mrowka, Peter Ozsváth, András Stipsicz, Zoltán Szabó

1 0

YGGT 2024
by Bruno Martelli 15 Jan '24

15 Jan '24

Ricevo ed inoltro, Bruno ---- Dear all, This is a reminder that registration for the 12th edition of Young Geometric Group Theory (YGGT XII) is currently open. The registration form and instructions can be found on the conference website: https://sites.google.com/view/yggt2024. The closing date is *19th January 2024*. We would encourage you to pass this information on to any PhD student, masters student, or postdoc who might be interested in attending, but who might not be on this mailing list. YGGT is a series of annual conferences which were initiated in 2012, with the aim of allowing early-career researchers in geometric group theory from all over the world to meet, forge new connections and, of course, learn more about geometric group theory. The 12th edition will take place *from the 8th to 12th of April 2024* in Bristol, UK. Best regards, Alice Kerr, Davide Spriano, Rylee Alanza Lyman, Vladimir Vankov

1 0

I: 4-year PhD position in Differential Topology in Utrecht (Netherlands)
by Paolo Lisca 25 Dec '23

25 Dec '23

Da: Pino Gomez, A. del (Alvaro) <a.delpinogomez(a)uu.nl> Inviato: lunedì 18 dicembre 2023 18:00 A: Alvaro del Pino Gómez Oggetto: 4-year PhD position in Differential Topology in Utrecht (Netherlands) Dear friends and colleagues, I am advertising a 4-year PhD position in Differential Topology/Geometry in Utrecht University (Netherlands), to start no later than September 2024. The research project will deal with the classification of geometric structures up to homotopy. More concretely, it will focus on the use of h-principle techniques to classify tangent distributions (although there is room to adapt the concrete goals to the taste of the PhD candidate). The math department in Utrecht is very nice and lively. A list of members can be found here: https://utrechtgeometrycentre.nl/members/ The candidate will interact mostly with our Algebraic Topology and Differential Geometry groups. If this sounds attractive to you, you can apply here: https://www.uu.nl/en/organisation/working-at-utrecht-university/jobs/phd-po… The deadline is 8th January 2024. Moreover, feel free to forward this application to potential applicants. All the best! Álvaro del Pino

1 0

Fwd: Postdoc at SISSA
by Bruno Martelli 21 Dec '23

21 Dec '23

---------- Forwarded message --------- Da: Rafael Torres <rtorres(a)sissa.it> Date: Mer 20 Dic 2023, 17:17 Subject: Postdoc. To: Bruno Martelli <bruno.martelli(a)unipi.it> Dear Bruno, hope all is well with you. There's a 3 years postdoc position here in SISSA https://www.sissa.it/bandi/sissa-mathematical-fellowships with 12/02/2024 as a deadline to submit the application. Perhaps you might know someone who's interested to come over. Happy holidays, Rafael

1 0

Fwd: [gdrtresses] Post-Doctoral Position Dijon
by Bruno Martelli 20 Dec '23

20 Dec '23

---------- Forwarded message --------- From: wagner(a)imj-prg.fr <wagner(a)imj-prg.fr> Date: Wed, Dec 20, 2023 at 11:14 AM Subject: [gdrtresses] Post-Doctoral Position Dijon To: gdrtresses(a)listes.math.cnrs.fr <gdrtresses(a)listes.math.cnrs.fr> Dear all, The Institut de Mathématiques de Bourgogne (IMB) at the University of Burgundy in Dijon advertizes a two-year postdoctoral position within the ANR project ANR-22-CPJ1-0001-0. We are looking for candidates working at the intersection of low-dimensional topology, algebra and mathematical physics, with interest in topological field theories and adjacent areas (broadly understood). The position starts in October 2024. More details and information on how to apply can be found here: https://math.u-bourgogne.fr/wp-content/uploads/2023/12/postdoc_Woike_annonc… Thank you for forwarding this message to potential candidates. Do not hesitate to contact me in case of questions. Best wishes, Lukas Woike

1 0

Seminario di geometria 21/12
by Filippo Bianchi 19 Dec '23

19 Dec '23

Carə tuttə, Giovedì 21 Dicembre alle 14.30 in Aula Seminari si terrà il seminario di Marco De Renzi (Université de Montpellier) dal titolo "Algebraic presentation of cobordisms and TQFTs". Di seguito l'abstract. It has long been known that the category of 2-dimensional cobordisms is freely generated by a commutative Frobenius algebra, the circle. This result allows for a complete classification of TQFTs (Topological Quantum Field Theories) in dimension 2. In this talk I will discuss similar algebraic presentations in dimension 3 and 4 due to Bobtcheva and Piergallini. In both cases, the fundamental algebraic structures are provided by certain Hopf algebras called BPH algebras. I will also present examples of such algebras and the TQFTs they induce. This is a joint work with A. Beliakova, I. Bobtcheva, and R. Piergallini. Ci troveremo alle 13 in atrio per andare a pranzo. Le informazioni sui prossimi seminari si trovano sul sito<https://www.dm.unipi.it/categoria-evento/geometry-seminar/>. Vi aspettiamo! Buona giornata, Filippo, Giovanni e Giuseppe

1 0

Fwd: Announcement post doc position in L'Aquila
by Bruno Martelli 14 Dec '23

14 Dec '23

---------- Forwarded message --------- Da: Giuseppe Pipoli <giuseppe.pipoli(a)univaq.it> Date: Gio 14 Dic 2023, 17:33 Subject: Announcement post doc position in L'Aquila To: Dear Colleague, We are pleased to announce a one-year postdoctoral position (Assegno di Ricerca) in L'Aquila. The position is funded by the PRIN project "Differential-geometric Aspects of Manifolds via Global Analysis." The salary is approximately €1450 after taxes, with the possibility of renewal for a second year. The research will focus on Riemannian and Complex Geometry and Geometric Analysis. Topics of particular interest include the geometry of Riemannian submanifolds whose curvature satisfies specific equations or geometric properties, their evolution through geometric flows, geometric flows of Riemannian and Complex manifolds, classifications of geometric structures on real and complex manifolds, and isoperimetric inequalities on manifolds and Riemannian submanifolds. The call is available at - * https://bandi.miur.it/bandi.php/public/fellowship/id_fellow/250798 <https://bandi.miur.it/bandi.php/public/fellowship/id_fellow/250798>* - *https://www.univaq.it/include/utilities/blob.php?table=assegni_ricerca&id=892&item=bando <https://www.univaq.it/include/utilities/blob.php?table=assegni_ricerca&id=8…>* You can apply online at *https://pica.cineca.it/univaq/disim-2023-ar-11/ <https://pica.cineca.it/univaq/disim-2023-ar-11/>* I would be grateful if you would spread this message to all potentially interested people. For any further information, please feel free to contact *giuseppe.pipoli(a)univaq.it <giuseppe.pipoli(a)univaq.it>* Best regards, Giuseppe Pipoli

1 0

Seminario Baby Geometri 13/12
by Giovanni Framba 12 Dec '23

12 Dec '23

Carə tuttə, Vi invitiamo al seminario dei Baby Geometri di questa settimana: Mercoledì 13 Dicembre 2023, alle ore 14:30 Presso l’Aula Riunioni (Dipartimento di Matematica) Gemma Di Petrillo (Università di Trento) terrà un seminario dal titolo: Quaternions and isometries of the hyperbolic 5-space di cui riporto l'abstract: It is a well-known fact that the group of orientation-preserving isometries of the hyperbolic n-space is isomorphic to the matrix group SO^+(n,1). When n=2 and n=3, these groups have a "friendlier" description as the 2x2 matrix groups PSL(2,R) and PSL(2,C). By identifying R^4 with the quaternion algebra H, we will see that something similar happens in the n=5 case: more precisely, we will show that SO^+(5,1) is isomorphic to PSL(2,H) - the space of 2x2 quaternionic matrices with Dieudonné determinant equal to 1. At the end of the talk, I will give an idea on how these results can be applied to try and understand deformations of complete hyperbolic 3-manifolds (with finite volume) in the 5-dimensional hyperbolic space. This is based on a joint work with Bruno Martelli. Vi ricordiamo infine che potrete trovare informazioni sui prossimi seminari sul nostro sito https://sites.google.com/view/babygeometri [https://lh5.googleusercontent.com/CtqlqJpO6ZXiyBenfbgtGLv_DkKlGOpGCBByGwXOD…]<https://sites.google.com/view/babygeometri> Seminari dei Baby Geometri<https://sites.google.com/view/babygeometri> I Baby Geometri sono un ciclo di seminari di Geometria e Topologia organizzati dai dottorandi dell'Università di Pisa (UNIPI) e perfezionandi della Scuola Normale Superiore di Pisa (SNS). Si tratta di seminari informali su argomenti classici oppure tematiche di ricerca. Poiché il pubblico è sites.google.com . Tutte le persone interessate sono invitate a partecipare. A presto, Filippo Bianchi Pietro Capovilla Giovanni Framba

1 0

Fwd: Bando AdR "Geometria di gruppi e varietà"
by Bruno Martelli 11 Dec '23

11 Dec '23

Segnalo un assegno a Bologna del nostro PRIN. Non è necessario il titolo di dottorato per partecipare. Bruno ---------- Forwarded message --------- Buongiorno a tutti, vi comunico che il bando AdR dal titolo “Geometria di gruppi e varietà” è stato pubblicato e potete trovarlo al seguente link: https://bandi.unibo.it/ricerca/assegni-ricerca?id_bando=67245 . Cordiali saluti, Emanuela Emanuela Pungetti *Area amministrativa* ARCES - Centro di Ricerca sui Sistemi Elettronici per l’Ingegneria dell’Informazione e delle Telecomunicazioni “Ercole De Castro” *Alma Mater Studiorum - Università di Bologna* Via V. Toffano 2/2 - 40125 Bologna Tel.: 051 20 84201

1 0

← Newer
1
...
5
6
7
8
9
10
11
...
77
Older →

Jump to page:

2025

2024

2023

2022

2021

2020

2019

2018

2017

2016

2015

2014

2013

2012

2011

Geometria_Pisa