The Department ESOMAS at University of Torino and Collegio Carlo Alberto invites applications for a postdoctoral position within the European Research Council (ERC) project “Nonparametric Bayes and empirical Bayes for species sampling problems: classical questions, new directions are related issues”. The general area of interest is Statistics. Relevant details of the postdoctoral position ara available at the bottom of this letter.
Deadline for applications: 22 FEBRUARY 2022
Information for applicants are available (only in Italian) at the Call for Applications https://pica.cineca.it/unito/assegni-di-ricerca-unito-2022-i/file/Bando%20d… <https://pica.cineca.it/unito/assegni-di-ricerca-unito-2022-i/file/Bando%20d…>. Within the Call for Applications, the postdoctoral position appears at page 24 under the title “Statistica Bayesiana non-parametrica e non-parametrica empirica per problemi di campionamento di specie”. Reference code: ESOMAS.2022.01.
Applications are made only online - https://pica.cineca.it/unito/ <https://pica.cineca.it/unito/> - by selecting “Your Applications” in the box “Bando Assegni di ricerca - Tornata I 2022” (code TornataI2022). The application procedure is available in Italian/English, and it requires a CV, two reference letters and a research statement.
Prospective candidates may contact directly Stefano Favaro - stefano.favaro(a)unito.it <mailto:stefano.favaro@unito.it> - for any information on the postdoctoral position and the application procedure.
Best wishes
Stefano Favaro
****
Prospective candidates are expected to have experience on nonparametric statistics, within the classical (frequentist) and/or Bayesian paradigm, and they should preferably be holding a Ph.D. or being close to receiving one. The research shall be carried out in English.
The duration of the contract is 24 months. Expected starting date in May 2022, but a different date may be arranged. The salary amounts to 46,000 Euros per year, including taxes and social charges, and considerable financial support to attend conferences and workshops will be granted. There are no teaching duties associated to the position.
Abstract. Object of research are species sampling problems, whose importance has grown considerably in recent years driven by numerous applications in the broad area of biosciences, and also in machine learning, theoretical computer science and information theory. Within the broad field of species sampling problems, the research will be focussed on two research themes: i) the study of nonparametric Bayes and nonparametric empirical Bayes methodologies for classical species sampling problems, generalized species sampling problems emerging in biological and physical sciences, and question thereof in the context of optimal design of species inventories; ii) the use of recent mathematical tools from the theory of differential privacy to study the fundamental tradeoff between privacy protection of information, which requires to release partial data, and Bayesian learning in species sampling problems, which requires accurate data to make inference.
****
--
Stefano Favaro
University of Torino and Collegio Carlo Alberto
http://sites.carloalberto.org/favaro/ <http://sites.carloalberto.org/favaro/>
Cari colleghi,
scusandomi per eventuali ripetizioni, vi annuncio i prossimi due
seminari della serie UMI-Prisma, che si svolgeranno online su
piattaforma teams lunedì prossimo 7 febbraio dalle 16 alle 18:
-------------------------------------------------------------------------------------------------------------------
Speaker: Ernesto De Vito, Dipartimento di Matematica e MaLGa Center,
Università di Genova
Title: Empirical risk minimization: old and new results
Abstract: The first part of the talk is devoted to a brief introduction
to supervised learning focusing on the regularised empirical risk
minimization (ERM) on Reproducing Kernel
Hilbert spaces. Though ERM achieves optimal convergence rates [1], it
requires huge computational resources on high dimensional datasets.
The second half of the talk is devoted to discuss some recent ideas
where the hypothesis space is a low dimensional random space. This
approach naturally leads to computational savings, but the question
is whether the corresponding learning accuracy is degraded. If the
random subspace is spanned by a random subset of the data, the
statistical-computational tradeoff has been first explored for the least
squares loss [2,3], for the least squares loss, then for
self-concordant loss functions [4] , as the logistic loss, and, quite
recently, for non-smooth convex Lipschitz loss functions [5], as the
hinge loss.
References:
[1] Caponnetto, A. and De Vito, E. (2007). Optimal rates for the
regularized least-squares algorithm. Foundations of Computational
Mathematics, 7(3):331–368.
[2] Rudi, A., Calandriello, D., Carratino, L., and Rosasco, L. (2018).
On fast leverage score sampling and optimal learning. In Advances in
Neural Information Processing Systems, pages 5672–5682.
[3] Rudi, A., Camoriano, R., and Rosasco, L. (2015). Less is more:
Nystrom computational regularization. In Advances in Neural Information
Processing Systems, pages 1657–1665.
[4] Marteau-Ferey, U., Ostrovskii, D., Bach, F., and Rudi, A. (2019).
Beyond least-squares: Fast rates for regularized empirical risk
minimization through self-concordance. arXiv preprint arXiv:1902.03046.
[5] Andrea Della Vecchia, Jaouad Mourtada, Ernesto De Vito, Lorenzo
Rosasco, Regularized ERM on random subspaces arXiv:2006.10016
Speaker: Alessandro Rudi, ENS Paris
Title: "Representing non-negative function with applications to
non-convex optimization and beyond"
Abstract: In this talk we present a rather flexible and expressive model
for non-negative functions. We will show direct applications in
probability representation and non-convex optimization. In particular,
the model allows to derive an algorithm for non-convex optimization that
is adaptive to the degree of differentiability of the objective function
and achieves optimal rates of convergence. Finally, we show how to apply
the same technique to other interesting problems in applied mathematics
that can be easily expressed in terms of inequalities.
References:
Ulysse Marteau-Ferey , Francis Bach, Alessandro Rudi. Non-parametric
Models for Non-negative Functions. https://arxiv.org/abs/2007.03926
Alessandro Rudi, Ulysse Marteau-Ferey, Francis Bach. Finding Global
Minima via Kernel Approximations. https://arxiv.org/abs/2012.11978
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Il link teams per partecipare è il seguente:
https://teams.microsoft.com/l/meetup-join/19%3a667d2414be564c5d8fba30acffeb…
Grazie e saluti, Domenico Marinucci
--
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Domenico Marinucci
Dipartimento di Matematica
Università di Roma Tor Vergata
https://www.mat.uniroma2.it/~marinucc/
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Cari colleghi
vi annuncio il seguente seminario di Probabilità in presenza.
Speaker: Michele Stecconi, University of Nantes
Title: Gaussian fields in random real algebraic geometry
Abstract: I will describe the behaviour of the singularities of random
real algebraic varieties. This will serve as a reference example to
introduce some general methods to study topological and differential
geometric properties of smooth random fields.
Aula Dal Passo, Edificio Sogene, Giovedì 3 Febbraio Ore 16
Grazie per l'attenzione, Domenico Marinucci
--
@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@
Domenico Marinucci
Dipartimento di Matematica
Università di Roma Tor Vergata
https://www.mat.uniroma2.it/~marinucc/
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Ricevo e inoltro.
> Da: marco barchiesi <mbarchiesi(a)units.it>
> Oggetto: posizione RTDA in MAT06 Università di Trieste
> Data: 31 gennaio 2022 17:54:27 CET
> A: undisclosed-recipients:;
>
> Gentili colleghi,
>
> E' stata bandita una posizione RTDA in Probabilità e Statistica presso l'Università di Trieste,
> Dipartimento di Matematica e Geoscienze. Vi chiedo gentilmente di diffondere l'informazione
> presso i vostri gruppi di ricerca, qualora qualche giovane fosse interessato.
> Qui il link con la descrizione della posizione e il relativo bando (scadenza 14 Febbraio):
> https://web.units.it/node/43638/ricerca/pub <https://web.units.it/node/43638/ricerca/pub>
>
> Il bando è reperibile anche sulla pagina del Miur:
> https://bandi.miur.it/jobs.php/public/job/id_job/89044 <https://bandi.miur.it/jobs.php/public/job/id_job/89044>
>
> Cordiali saluti,
> Marco Barchiesi
Salve a tutti,
vi segnalo l'uscita del seguente bando per una posizione di RTD-b nel SSD MAT/06 presso il Dipartimento di Matematica e Informatica dell'Università degli Studi di Perugia.
Tutti i dettagli del bando si trovano al seguente link:
https://www.unipg.it/ateneo/concorsi/procedure-di-valutazione-comparativa-r…
La scadenza per la presentazione delle domande è il 22 marzo 2022.
Cordiali saluti a tutti,
Alessandra Cretarola
[cid:D672B847-338D-490C-9127-DD1AAD2C18A4]
Alessandra Cretarola
Professore Associato
Dipartimento di Matematica e Informatica
Stanza 307, Piano III
Via Vanvitelli, 1
06123 Perugia,
tel. 0755855021
Dear colleagues,
would you kindly forward the announcement below to (strong and
motivated) master students interested in a PhD thesis in probability
theory/statistical mechanics in Vienna?
Thanks in advance
Fabio Toninelli
A PhD position in Probability and Statistical Mechanics is open at the
Technical University of Vienna. Research topics include: random
interface models, stochastic interface growth, Markov dynamics of spin
systems and dimer models. The position is funded by the Austrian Science
Fund (FWF) via the recently funded project "Random Surfaces: growth,
fluctuations and universality". The research program will be carried out
under the supervision of the principal investigator, Prof. Fabio
Toninelli. The PhD program offers the opportunity to interact with the
international research partners of the FWF project and, more broadly,
with the Vienna probability and mathematical physics communities.
DEADLINE: March 4, 2022
Requirements: Master degree (obtained or to be obtained soon)
Salary: 2294 euros/month brutto, 14x per year (around 23718 euros/year
netto). Health and pension benefits are included.
Starting period: Autumn 2022
Duration: three years
Teaching obligations: none
How to apply: send your application (motivation letter, CV, Course
transcripts, copy of master degree (if already available), Reference
letter(s) or contact information for references) to
fabio.toninelli(a)tuwien.ac.at
For information on the PI, please visit the following webpage:
https://toninellifabio.wixsite.com/homepage
<https://toninellifabio.wixsite.com/homepage>
For information on the FWF project "Random Surfaces: growth,
fluctuations and universality", visit the following webpage:
https://toninellifabio.wixsite.com/homepage/projects
<https://toninellifabio.wixsite.com/homepage/projects>
--
Prof. Dr. Fabio Toninelli
Technical University of Vienna
Institut für Stochastik und Wirtschaftsmathematik
Wiedner Hauptstrasse 8-10, 1040 Wien, Austria
Office: 6th floor, green area. tel: +43-1-58801-10570
https://toninellifabio.wixsite.com/homepage
FYI
—————————
Elia Bisi
Assistant Professor (non-TT)
Technische Universität Wien
Research Unit Mathematical Stochastics
https://eliabisi.com
---------- Forwarded message ----------
From: CHHITA, SUNIL <sunil.chhita(a)DURHAM.AC.UK>
Date: 26 Jan 2022, 18:56 +0100
To: APPLIEDPROB(a)JISCMAIL.AC.UK <APPLIEDPROB(a)JISCMAIL.AC.UK>
Subject: Assistant Professor Position at Durham University
Dear Friends and Colleagues,
Apologies if you receive more than one copy of this message.
We are currently advertising a new faculty position (Assistant Professor) in probability, stochastic analysis, or a related area, to join the probability group<http://www.maths.dur.ac.uk/PiNE/prob_at_dur.html> at Durham University<https://www.dur.ac.uk/mathematical.sciences/>, UK. The closing date for applications is 13th February 2022.
Please see the links for more details: https://durham.taleo.net/careersection/jobdetail.ftl?job=22000104&lang=en
Please pass this on to anyone who you think might be interested. Best wishes Sunil
Il seminario si terrà su Google Meet a questo link: https://meet.google.com/kdz-entz-oxo
Purtroppo è richiesto un account Google per partecipare. Ci scusiamo dell'inconveniente.
Antonio Pievatolo
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
Annuncio di seminario online
Stefano Favaro, Università di Torino e CNR-IMATI
Learning-augmented count-min sketches via Bayesian nonparametrics
ven 28 gen 2022 11:30 - 12:30 (CET)
The count-min sketch (CMS) is a time and memory efficient randomized data structure that provides estimates of tokens’ frequencies in a data stream, i.e. point queries, based on randomly hashed data. Learning-augmented CMSs aim at improving the CMS by means of learning models that allow to better exploit data properties. We focus on the learning-augmented CMS of Cai, Mitzenmacher and Adams (NeurIPS, 2018), which relies on Bayesian nonparametric (BNP) modeling of a data stream via Dirichlet process (DP) priors; this is refereed to as the CMS-DP. We present a novel and rigorous approach of the CMS-DP, and we show that it allows to consider more general classes of nonparametric priors than the DP prior. We apply our approach to develop a novel learning-augmented CMS under power-law data streams, which relies on BNP modeling of the stream via Pitman-Yor process (PYP) priors; this is referred to as the CMS-PYP. Applications to synthetic data and real data show that the CMS-PYP outperfo
rms both the CMS and CMS-DP in the estimation of low-frequency tokens; this is known to be a critical feature in natural language processing, where it is indeed common to encounter power-law data.
Partecipa alla mia riunione da computer, tablet o smartphone.
https://global.gotomeeting.com/join/148172789
Puoi accedere anche tramite telefono.
(Per i dispositivi supportati, tocca un numero one-touch sotto per accedere immediatamente.)
Italia: +39 0 230 57 81 80
- One-touch: tel:+390230578180,,148172789#
Codice accesso: 148-172-789
È la prima volta che usi GoToMeeting? Scarica subito l'app e preparati all'inizio della tua prima riunione: https://global.gotomeeting.com/install/148172789
--
Dr Antonio Pievatolo
CNR IMATI
Phone: +39 02 23699 520
https://www.imati.cnr.it/mypage/people/PievatoloAntonio.htm
_______________________________________________
Random mailing list
Per informazioni e per disiscriversi: https://fields.dm.unipi.it/listinfo/random
Per contattare gli amministratori: random-admin(a)fields.dm.unipi.it
Per inviare un messaggio alla mailing list: Random(a)fields.dm.unipi.it
Archivio dei messaggi inviati: https://fields.dm.unipi.it/pipermail/random
Please see the complete application at
http://www.unipd-scuolagalileiana.it/en/content/call-international-students
Deadline: March 14, 2022
Please circulate to anyone who could be interested.
Highlights here below:
---------------------------------------------------------------------
The University of Padova, one of the most ancient universities in the
world, has a long tradition in the promotion of the excellence of its
students, regardless of their nationality, gender, beliefs, or interests.
Accordingly, the University of Padova promotes a program of excellence,
the Galilean School of Higher Education, reserved to the best students
enrolled at the University of Padova.
At the Galilean School of Higher Education, students are recruited in the
areas of Humanities (Classe di Scienze Morali), Natural Sciences (Classe
di Scienze Naturali) and Social Sciences (Classe di Scienze Sociali).
In addition to the regular students, the Galilean School of Higher
Education recruits every year up to four highly-motivated international
students, who can enroll in a 2-years program towards the Masters Degree
(Second Cycle Degree, Laurea Magistrale).
The University of Padova offers several Second Cycle Degree (Laurea
Magistrale) programs that are entirely taught in English; also, several
internal courses of the Galilean School are delivered in English. The
School can provide a dedicated course for international students to learn
Italian, and give support for learning other languages.
This call is reserved to non-Italian citizens, residing outside Italy.
Applicants must:
1. be eligible for enrolling in the 1st year of a Second Cycle Degree
Course (Laurea Magistrale) of the University of Padova. Please bear in
mind that the successful completion of the pre-enrolment to the chosen
Second Cycle Degree Course is required to have your application for the
Galilean School examined. Applicants who have not completed their Second
Cycle Degree Course application alongside their Galilean School
application by the indicated deadlines will be automatically excluded from
the selection;
2. hold a Bachelor degree (or be expected to obtain one before July 31st
or September 30th 2022, depending on the Course chosen at the University
of Padova) and not be older than 26 at the time of application;
3. have completed the online application to pre-enroll in at least one
Second Cycle Degree Course at the University of Padova on their personal
area on apply.unipd.it within March 7th 2022 (please check carefully the
deadline for the Course youre interested in, as for some courses the
deadline is February 2nd)
4. send the documents required to apply to the selection for the Galilean
Schools Call for international students between January 24th 2022 and
March 14th 2022
BENEFITS FOR ADMITTED STUDENTS
1. The School will provide free room and board in the University student
houses and canteens.
2. The School will reimburse one round trip ticket from/to the country of
origin (economy class) up to 1.500,00 Euros for each Academic Year, and
cover the cost of books and miscellaneous documented expenses of
educational nature (up to 1.000,00 Euros over the 2-years stay) and the
expenses for study and research trips authorized by the Class Coordinator
(up to 1.500,00 Euros over the 2-years stay).
3. The School assigns a grant up to 5.000,00 Euros for each Academic Year
to the admitted students, as a contribution towards personal living
expenses.
Tiziano
--------------------------------------------------------------------------
Tiziano Vargiolu
Dipartimento di Matematica Phone: +39 049 8271383
Universita' di Padova Fax: +39 049 8271428
Via Trieste, 63 E-mail: vargiolu(a)math.unipd.it
I-35121 Padova (Italy) WWW: http://www.math.unipd.it/~vargiolu
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---------- Forwarded message ----------
Date: Tue, 25 Jan 2022 08:58:39 +0100
From: lucchini(a)math.unipd.it
To: users(a)math.unipd.it
Subject: Bando per studenti internazionali ingresso al 4^ anno della SGSS a.a.
2022-23
Cari colleghi
Il bando ? visibile al link :
I candidati potranno fare domanda on-line da oggi fino al 14 marzo 2022.
Vi ringrazio se darete la massima diffusione di questa notizia.
Cordialmente
Andrea Lucchini