Dear all,
it's a pleasure to invite you to follow (in presence, room 2BC30 in Torre
Archimede, Padova or online, via Zoom) the lectures given by Antoine
Jacquier in Padova.
He will give a 16h PhD course entitled : "*A smooth tour around rough
models in finance (From data to stochastics to machine learning)*",
starting the 30th March 2022 and ending the 21st April. Each lecture will
last 90 minutes.
More details on the program can be found here:
https://www.math.unipd.it/~dottmath/corsi2022/Jacquier.pdf
and the schedule is here:
https://dottorato.math.unipd.it/calendar/202203
Please send me an email in case you're interested in receiving the Zoom
link.
I remain at your disposal for any further information.
See you soon,
Giorgia Callegaro
--
Giorgia Callegaro
Associate Professor
Department of Mathematics - University of Padova
Via Trieste 63 , I-35121 Padova - ITALY
Tel: +39-0498271481 Fax: +39-0498271499
E-Mail: gcallega(a)math.unipd.it
<https://webmail.math.unipd.it/horde3/imp/message.php?mailbox=Sent&index=598#>
Personal web-page: https://sites.google.com/site/giogiocallegaro/Home
A PostDoc position in Probability and Statistical Mechanics is open at
University
of Rome Sapienza. Research topics include interacting random walks, random
loop models, spin systems, Bose-Einstein condensation. The position is
funded by the German Research Foundation (DFG). The research program will
be carried on under the supervision of the principal investigator Lorenzo
Taggi. The research program offers the opportunity to interact with the
research partners of the DFG priority program “Random Geometric Systems”
and with the probability and mathematical physics communities of the three
universities in Rome.
Deadline: 14th of April 2022
Net salary: approximately 2350 euro monthly
Starting period: not later than 1st of September 2022
Time length: 24 months
This is the second of two PostDoc positions which are funded through the
same grant.
How to apply
<https://sites.google.com/site/lorenzotaggiswebpage2/open-positions>
For questions please send an email to the principal investigator Lorenzo
Taggi: lorenzo.taggi(a)uniroma1.it.
Dear Colleagues,
we would like to invite you to the following seminar by Langxuan Su (Duke
University) to be held next Wednesday in Pisa and online via Google Meets.
The organizers,
A. Agazzi and F. Grotto
-------------------------------------------------------
Location: Sala Seminari, Dipartimento di Matematica, Pisa
Google Meet Link: https://meet.google.com/gji-phwo-vbg
Time: March 23, 2022, 15:00 CET
Speaker: Langxuan Su (Duke University)
Title: A Large Deviation Approach to Posterior Consistency in Dynamical
Systems
Abstract: We provide asymptotic results concerning (generalized) Bayesian
inference for certain dynamical systems based on a large deviation
approach. Given a sequence of observations, a class of parametrized model
processes and a loss function, we specify the generalized posterior
distribution. We state conditions on the model family and the loss function
such that the posterior distribution converges. The two conditions we
require are: (1) a conditional large deviation behavior for a single model
process, and (2) an exponential continuity condition over the model family
for the map from the parameter to the loss incurred between a model process
and the observations. The proposed framework is quite general, we apply it
to two very different classes of dynamical systems: continuous time
hypermixing processes and Gibbs processes on shifts of finite type. We also
show that the generalized posterior distribution concentrates
asymptotically on those parameters that minimize the expected loss and a
divergence term, hence proving posterior consistency.
Dear All,
it is our pleasure to announce the Workshop "/Taming Uncertainty and
Complexity in Economics and Finance/", to be held at LUISS University in
Rome in the period *May 26-May 28, 2022*:
https://sites.google.com/view/workshop-luiss-rome/overview
The workshop is thought as a forum for discussing new developments
concerning stochastic methods and models arising in economics, finance,
and game theory.
The participation to the workshop is free. However, due to
Covid-regulations in place at LUISS, the number of external participants
is limited to 20. If you would like to join the workshop, please write
an email to
workshopbielefeldluiss(a)gmail.com
by April 15 and the participation will be granted on a "first come first
served" basis. We will inform you after April 15 about the state of your
application.
Best wishes,
Giorgio Ferrari (on the behalf of the organizers)
--
Questa e-mail è stata controllata per individuare virus con Avast antivirus.
https://www.avast.com/antivirus
Care colleghe e colleghi,
nel caso foste interessat*, quasi tutte le presentazioni del workshop
"Deterministic and stochastic fractional differential equations and jump
processes" (tenutosi all'Isaac Newton Institute di Cambridge, UK) sono ora
disponibili online:
https://www.newton.ac.uk/event/fd2w01/
Approfitto per segnalare il secondo workshop della serie che comincera' il
21 marzo: Fractional kinetics, hydrodynamic limits and fractals
https://www.newton.ac.uk/event/fd2w02/
Cordiali saluti,
Enrico Scalas
Dear Colleagues,
we would like to invite you to the following seminar that will take
place on March 25 at 14.30. The seminar will be held online via the
Zoom platform.
The organizers,
Alessandra Bianchi, Giorgia Callegaro, Marco Formentin
_____________________________________________________
Speaker: Benedikt Jahnel (WIAS, Berlin)
Title: Phase transitions and large deviations for the Boolean model of
continuum percolation for Cox point processes
MARCH 25 (Friday) - 14:30
Zoom link https://unipd.zoom.us/j/83753744114 (meeting ID 837 5374
4114), available also on the webpage
https://www.math.unipd.it/~bianchi/seminari/
Abstract: In this talk, I consider the Boolean model with random radii
based on Cox point processes, i.e., Poisson point processes in random
environment. Under a condition of stabilization for the random
environment, our results establish existence and non-existence of
subcritical regimes for the size of the cluster at the origin in terms
of volume, diameter and number of points, also including their
moments. The second part of the talk will address rates of convergence
of the percolation probability for the Cox--Boolean model with fixed
radii in a variety of asymptotic regimes. This is based on joint work
with Christian Hirsch, András Tóbiás and Élie Cali.
Dear colleagues,
we are happy to announce the following online talk:
Speaker: *Valentina Cammarota* (Università di Roma La Sapienza)
Title: *No repulsion between critical points for random plane wave and
planar Gaussian random fields.*
Abstract: Random plane wave is conjectured to be a universal model for
high-energy eigenfunctions of the Laplace operator on generic compact
Riemannian manifolds. This is known to be true on average. We discuss one
of important geometric observable: critical points. We first compute
one-point function for the critical point process, in particular we compute
the expected number of critical points inside any open set. After that we
compute the short-range asymptotic behaviour of the two-point function.
This gives an unexpected result that the second factorial moment of the
number of critical points in a small disc scales as the fourth power of the
radius. Joint work with Dmitry Beliaev and Igor Wigman.
Date and time: *Monday March 14, 17:30-18:30 (Rome time zone)*.
Zoom link:
https://us02web.zoom.us/j/84185018822?pwd=UE80NXJ2Z01GaWN3aTduMGVpeG9EQT09
ID riunione: *841 8501 8822*
Passcode: *713253*
This is a talk of the *(PMS)^2: Pavia-Milano Seminar series on Probability
and Mathematical Statistics* organized jointly by the universities
Milano-Bicocca, Pavia, Milano-Politecnico and Milano-Statale. For more
information see the dedicated webpage:
https://paviamilanoseminars.wordpress.com/
Participation is free and welcome!
Best regards,
The organizers (Mario Maurelli, Carlo Orrieri, Maurizia Rossi, Margherita
Zanella)
--
Maurizia Rossi
Dipartimento di Matematica e Applicazioni
Università degli Studi di Milano-Bicocca
https://mauriziarossi.wordpress.com
*********************************************************************
SEMINARI DI PROBABILITA' E STATISTICA MATEMATICA
DIPARTIMENTO DI MATEMATICA "G. PEANO"
UNIVERSITA' DEGLI STUDI DI TORINO
*con il supporto della fondazione CRT*
*********************************************************************
https://sites.google.com/view/torinostochastics/seminar-series-on-data-scie…
Nell'ambito delle attività seminariali del Dottorato in Modeling and Data
Science, *Giovedì 17 Marzo 2022 alle ore 17:00* in Aula Magna presso il
Dipartimento di Matematica "G. Peano" dell'Università degli Studi di
Torino, Via Carlo Alberto 10,
il Prof. *Ernesto De Vito* (Dipartimento di Matematica, Università di
Genova)
terrà un seminario dal titolo
*Machine Learning from a mathematical view point: a gentle introduction.*
Abstract: The talk is devoted to a mathematical introduction to Machine
Learning. We focus on supervised learning setting and kernel methods with
square loss by using classical tools from the theory of inverse problems.
Tutti gli interessati sono invitati a partecipare.
E' possibile seguire il seminario on line su piattaforma WebEx. Chi fosse
interessato, può scrivermi e provvederò a inviare l'invito.
--
%-------------------------------------------------------
Elvira Di Nardo
Dept. Mathematics "G. Peano"
University of Torino
Via Carlo Alberto 10
10123 Torino, Italia
tel. +39 0116702862
fax +39 0116702878
http://www.elviradinardo.it
%-------------------------------------------------------
Statistics Seminars 2022
Dipartimento di Scienze Statistiche “Paolo Fortunati”, Università di
Bologna
*Marc Henrard *(muRisQ Advisory)
* “Benchmark transition: why mathematicians/statisticians are required” *
*Giovedì 17 marzo 2022 alle ore 16.00 *
_____________________________________________________________________________
Riunione di Microsoft Teams
*Partecipa da computer o app per dispositivi mobili*
Fai clic qui per partecipare alla riunione
<https://teams.microsoft.com/l/meetup-join/19%3ameeting_ZTYyNzU0ZTgtNmNjMy00…>
Altre informazioni <https://aka.ms/JoinTeamsMeeting> | Opzioni riunione
<https://teams.microsoft.com/meetingOptions/?organizerId=7e2f9ad3-2ed9-4de5-…>
____________________________________________________________________________