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Seminario di Daniela Bertacchi, 20.1.2022, 11:00
by Francesco Caravenna 16 Jan '22

16 Jan '22

Ricevo e inoltro. > ---------- Forwarded message ---------- > From: "fosp(a)math.tugraz.at" <fosp(a)math.tugraz.at> > Subject: [fosp-announce] Strukturtheorie-Seminar: Donnerstag, 20.1.2022, > 11:00 s.t. > Resent-From: <woess(a)tugraz.at> > > Vortragende(r): Prof. Daniela Bertacchi > > Herkunft: Univ. Milano-Bicocca > > Titel: An epidemic model in inhomogeneous environment > > Zeit: Donnerstag, 20.1.2022, 11:00 s.t. > > Ort: Webex meeting > > We consider a SIR model on the complete graph with n nodes. Each vertex represents an individual which may be susceptible, infected or removed. At the beginning only one node is infected and each node $x$ has a random spread capacity $L_x$. Once infected, the node $x$ becomes an emitter and has $L_x$ attempts to infect other nodes, which are randomly chosen. If the attempt is towards a susceptible node $y$, then $y$ becomes infected, if it is towards an infected or removed node, then $x$ loses an infection attempt. > When $x$ has used all its spread capacity, it becomes removed and no longer interacts with the rest of the population. This model was studied by Comets et al. in the case where the spread capacities are i.i.d. and the nodes which one attempt to infect are chosen uniformly. > We study the case where the population is divided into J types and each type has a possibly different susceptibility, that is, some individuals have a larger probability of being chosen as targets. Also the law of the spread capacity may depend on the type. We obtain a law of large numbers and a central limit theorem for the duration of the process and the proportion of infected nodes. We prove that when the spread capacity is homogeneous, then a population with inhomogeneous susceptibility is overall less affected by the epidemics than a population with homogeneous susceptibility. > > This is joint work with J.Kampf, E.Sava-Huss and F.Zucca. > > > Webex meeting, meeting link: > > {https://tugraz.webex.com/tugraz-de/j.php?MTID=mfb7a477bc53fac8b0a6db53cf1f2690e} > > Meeting number: 2734 226 6767 > > Password: Je3q3w37mJG > > The meeting opens at 10:40, the 50min talk starts at 11:00 > > Organisator/in: W. Woess > > Institut für Diskrete Mathematik

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Concorso rtda Trieste
by ASCI CLAUDIO 15 Jan '22

15 Jan '22

Cari colleghi, segnalo che l'Università di Trieste ha bandito un posto da ricercatore a tempo determinato (rtda) in MAT/06 (Probabilità e Statistica Matematica). Il concorso è stato pubblicato sulla Gazzetta Ufficiale, 4a Serie Speciale - Concorsi ed Esami n. 4 del 14-1-2022. La scadenza per la presentazione della domanda è il 13 febbraio. E' possibile visualizzare il bando mediante il seguente link: https://titulus-units.cineca.it/albo/viewer?view=files/002308457-untscle-c6… Se qualcuno è interessato, può contattare il sottoscritto. Saluti. Claudio Asci Area dei Servizi amministrativi Settore Servizi al Personale Ufficio Concorsi del Personale docente<https://titulus-units.cineca.it/albo/viewer?view=files/002308457-untscle-c6…> Area dei Servizi amministrativi Settore Servizi al Personale Ufficio Concorsi del Personale docente 2 Università degli Studi di Trieste Piazzale Europa, 1 titulus-units.cineca.it

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Fwd: Postdoc in Bath
by Elisabetta Candellero 14 Jan '22

14 Jan '22

Ricevo e inoltro. Elisabetta ---------- Forwarded message --------- From: Matt Roberts <mattiroberts(a)gmail.com> Date: Thu, Jan 13, 2022 at 8:40 PM Subject: Postdoc in Bath To: <APPLIEDPROB(a)jiscmail.ac.uk> Dear all, I am hiring a postdoc, for around 14 months, starting basically as soon as possible. The project will involve either (dynamical) random graphs and noise sensitivity, or branching processes with spatial dependence. The advert is here: https://www.bath.ac.uk/jobs/Vacancy.aspx?ref=CC9030 Please pass this on to anyone who might be interested. Apologies if you receive this more than once. Best wishes, Matt ######################################################################## To unsubscribe from the APPLIEDPROB list, click the following link: https://www.jiscmail.ac.uk/cgi-bin/WA-JISC.exe?SUBED1=APPLIEDPROB&A=1 This message was issued to members of www.jiscmail.ac.uk/APPLIEDPROB, a mailing list hosted by www.jiscmail.ac.uk, terms & conditions are available at https://www.jiscmail.ac.uk/policyandsecurity/

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Seminario R. Scimone - Politecnico di Milano
by Laura Maria Sangalli 11 Jan '22

11 Jan '22

Si avvisa che in data 14-01-2022, alle ore 15:00 precise, si svolgerà online il seguente seminario: Relatore: Riccardo Scimone, Politecnico di Milano Titolo: A look at the spatio-temporal mortality patterns in italy during the covid-19 pandemic through the lens of mortality densities Sommario: With the tools and perspective of Object Oriented Spatial Statistics, we analyze official daily data on mortality from all causes in the provinces and municipalities of Italy for the year 2020, the first of the COVID-19 pandemic. By comparison with mortality data from 2011 to 2019, we assess the local impact of the pandemic as perturbation factor of the natural spatio-temporal death process. For each Italian province and year, mortality data are represented by the densities of time of death during the calendar year. In this talk, the use of a density-on-density functional linear model, formulated to decouple temporal and spatial variability, will be firstly illustrated, followed by a spatial analysis focused on identifying the spatial correlation structure of the death process before and during the pandemic. An anomaly detection framework at the very granular scale of Italian municipalities will also be described. Il link per seguire il seminario sarà reso disponibile su https://mox.polimi.it/mox-seminars/?id_evento=2117 Tutti gli interessati sono cordialmente invitati a partecipare, Laura Sangalli —— Laura Maria Sangalli MOX - Dipartimento di Matematica Politecnico di Milano Piazza Leonardo da Vinci 32 20133 Milano - Italy tel: +39 02 2399 4554 fax: +39 02 2399 4568 email: laura.sangalli(a)polimi.it<mailto:laura.sangalli@polimi.it> url: http://mox.polimi.it/~sangalli

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Selezione RTDB presso Scuola Normale Superiore
by Franco Flandoli 11 Jan '22

11 Jan '22

Si segnala il bando RTDB presso la Scuola Normale Superiore, scadenza 24 febbraio 2022. <https://www.stat.unipd.it/bando-2021po186-relativo-allindizione-di-procedur…> https://amministrazionetrasparente.sns.it/bando/selezione-di-ricerc atore-tempo-determinato-di-tipo-b-sc-01a3-ssd-mat06-recruitment-1-fixed-terms-researcher-academic-recruitment Cordiali saluti Franco Flandoli

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Fwd: JVP at Centro De Giorgi - New deadline for application: 25th January 2022.
by Marco Romito 10 Jan '22

10 Jan '22

-------- Forwarded Message -------- We apologise in advance for cross-posting ********************************** Dear All, The "Centro di Ricerca Matematica Ennio De Giorgi" (CRM-PISA) invites applications for SIX two-year Junior Visiting Positions (2022-2024) for the following subject matters: 1. Algebraic Geometry and/or Number Theory; 2. Topology, Differential Geometry and/or Geometric Analysis; 3. Partial Differential Equations and/or Probability; 4. Numerical Analysis and/or Financial Mathematics; 5. Dynamical Systems (2 positions are available). Successful candidates will be new or recent PhDs in Mathematics with an exceptional research potential. PhD students can also apply, provided they obtain their PhD no later than 1st October 2022. Candidates must apply for a specific and single subject matter among the 5 specified above. _New Deadline for application: 25th January 2022._ To submit application please link to the ANNOUNCEMENT at: https://amministrazionetrasparente.sns.it/bando/junior-visiting-positions-2… For additional information e-mail job.opportunities(a)sns.it. CRM Secretariat Centro di Ricerca Matematica "Ennio De Giorgi" Scuola Normale Superiore Piazza dei Cavalieri, 3 56126 Pisa, Italy

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Bando professore I fascia 13D1 Università di Padova
by Alessandra Fabbri Colabich 10 Jan '22

10 Jan '22

Buongiorno, si segnala il bando per professore di I fascia S.C. 13D1 presso il Dipartimento di Scienze Statistiche dell'Università di Padova, scadenza *ore 13:00 del 20 gennaio 2022*. https://www.stat.unipd.it/bando-2021po186-relativo-allindizione-di-procedur… Cordiali saluti Alessandra Fabbri Colabich -- Dott.ssa Alessandra Fabbri Colabich Università degli Studi di Padova Dipartimento di Scienze Statistiche Segreteria di Direzione

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Fwd: Seminario di Fabio Zucca
by Francesco Caravenna 10 Jan '22

10 Jan '22

Ricevo e inoltro. > ---------- Forwarded message ---------- > Date: Tue, 4 Jan 2022 07:10:38 +0000 > From: "fosp(a)math.tugraz.at" <fosp(a)math.tugraz.at> > To: "Fosp-announce(a)math.tugraz.at" <Fosp-announce(a)math.tugraz.at> > Subject: [fosp-announce] Seminar Fabio Zucca: Thursday, 13.1.2022, > 11:00 > > Vortragende(r): Prof. Fabio Zucca > > Herkunft: Politecnico di Milano > > Titel: Counting extinction probabilities of branching processes > > Zeit: Thursday, 13.1.2022, 11:00 > > Ort: Webex online meeting > > We consider Galton-Watson branching processes with countable typeset $X$. We study the vectors $\mathbf{q}(A)=(q_x(A))_{x \in X}$ recording the conditional probabilities of extinction in subsets of types $A \subseteq X$, given that the type of the initial individual is $x$. We first investigate the location of the vectors $\mathbf{q}(A)$ in the set of fixed points. Next, we present equivalent conditions for $\mathbf{q}_x(A) < \mathbf{q}_x(B)$ for any initial type $x$ and $A,B \subseteq X$. Finally, we develop a general framework to characterise all distinct extinction probability vectors, and thereby to determine whether there are finitely many, countably many, or uncountably many distinct vectors. We illustrate our results with examples. > > This is based on joint work with D.Bertacchi, P.Braunsteins and S.Hautphenne. > > > Webex meeting, meeting link: > > {https://tugraz.webex.com/tugraz-de/j.php?MTID=m32158f79ff92d881d5eb9b4f2502cfef} > > Meeting number: 2730 713 4197 > > Password: kFvAawdJ332 > > The meeting opens at 10:40, the 50min talk starts at 11:00 > > > > Organisator/in: W. Woess > > Institut für Diskrete Mathematik > TU Graz, Austria

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2 assegni di ricerca alla Sapienza: annuale e biennale
by Faggionato, Alessandra 10 Jan '22

10 Jan '22

Buongiorno riporto sotto gli avvisi per due assegni al Dipartimento di Matematica alla Sapienza. Uno e' annuale e l'altro biennale (quello biennale ha uno stipendio mensile maggiore). La scadenza e' prossima... Grazie per l'attenzione Saluti Alessandra %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% Vi informo che è stato pubblicato sul sito web di Ateneo il seguente bando per assegno di ricerca: https://web.uniroma1.it/trasparenza/dettaglio_bando_albo/184958 n. 7/2021 per il conferimento di n. 1 assegno annuale categoria A tip. I _ Matematica e sue applicazioni. SSD: tutti scadenza: 21 gennaio 2022 Responsabile scientifico: Direttrice del Dipartimento %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% Vi informo che è stato pubblicato sul sito web di Ateneo il seguente bando per assegno di ricerca: https://web.uniroma1.it/trasparenza/dettaglio_bando_albo/184959 n. 8/2021 per il conferimento di n. 1 assegno biennale categoria A tip. I _ Matematica e sue applicazioni. SSD: tutti scadenza: 21 gennaio 2022 Responsabile scientifico: Direttrice del Dipartimento -- ************************************************* Prof. Alessandra Faggionato http://www1.mat.uniroma1.it/~faggionato/ Department of Mathematics University "La Sapienza" Piazzale Aldo Moro, 5 00185 - Rome Office 5, Phone (0039) 06 49913252 *************************************************

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Fwd: Saint-Flour 2022 - first announcement
by Marco Romito 10 Jan '22

10 Jan '22

-------- Forwarded Message -------- SAINT-FLOUR 2022 - FIRST ANNOUNCEMENT Dear colleagues The 50th Saint-Flour Probability Summer School will be held on July 11-23, 2022. This year's courses will be: Ramon van Handel: Nonasymptotic random matric theory Sylvie Méléard: Interplay between scales for eco-evolutionary mathematical models. Allan Sly: Random Constraint Satisfaction Problems Abstracts and further information can be found here: https://recherche.math.univ-bpclermont.fr/stflour/stflour-en.php Online application will open in February. Another announcement will be sent at that time. Best regards, The organizing committee Christophe Bahadoran, Hacène Djellout, Arnaud Guillin ------------------------------------------------- Laboratoire de Mathématiques Blaise Pascal, CNRS UMR 6620 Université Clermont-Auvergne, Campus des Cézeaux 3, place Vasarely TSA 60026 CS 60026 63178 Aubière cedex, France Tel: +33 (0)4 73 40 70 50 Fax: +33 (0)4 73 40 54 50 stflour.lmbp(a)uca.fr

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