Buongiorno,
vorrei segnalare il seguente seminario:
*Mercoledì 11 maggio 2022*
Ore 14:30, Aula 34 (quarto piano), Dipartimento di Scienze Statistiche,
Sapienza Università di Roma e online al seguente link
meet.google.com/dwz-gvib-uoj
*Titolo:*
A sojourn-based approach to discrete-time semi-Markov decision processes
*Speaker*:
Giacomo Ascione (Scuola Superiore Meridionale)
*Abstract:*
Up to now, there is an extensive literature on stepped continuous-time
semi-Markov decision processes. Such models generalize the classical
continuous-time Markov chain decision processes by allowing for different
distributions of interevent times. However, in such models, the decision is
always taken in a change of state, so that it influences a priori the
distribution of the inter-event times. For such a reason, these models do
not allow for decision depending on intermediate observations of the
system. In this talk we address the problem of intermediate observations by
modelling the system as a finite horizon discrete-time semi-Markov process,
thus assuming discrete observations of the system, and allowing possible
decisions at each time step. To do this, we first provide an alternative
characterization of discrete-time semi-Markov processes in terms of a
bivariate Markov chain, involving both the state and the sojourn time of
the process. Once this is done, one can use the dynamic programming
principle to exploit optimal policies for the discrete-time semi-Markov
decision process by resorting to the bivariate Markov formulation. With
this approach we are able to exhibit the Bellman’s equation for both the
value and the quality function. The latter is then used to develop a
model-free reinforcement learning algorithm based on Watkins and Dayan’s
Qlearning algorithm, together with a first naive attempt towards a deep
reinforcement learning one. Two exploratory toy examples are provided.
This is based on a joint work with Salvatore Cuomo from Università degli
Studi di Napoli Federico II.
Cordiali saluti. Luisa
***************************************************************
Luisa Beghin
Dipartimento di Scienze Statistiche
Fac. Ingegneria dell'Informazione, Informatica e Statistica
"SAPIENZA" Università di Roma
Piazzale Aldo Moro 5, 00185 Roma
T (+39) 06 49910543 F (+39) 06 4959241
https://sites.google.com/site/luisabeghin/
*****************************************************************
Dear all.
we are glad to announce the following:
Call for Papers
International Fintech Research Conference
Finance, technology, methodologies
Fintech Research Network
Politecnico di Milano
27-28 October 2022
The Conference aims to put together researchers working in all areas of Fintech (banking, asset management, insurance, payments, capital markets, internet of things) providing a multidisciplinary venue. Contributed papers are welcome in all Fintech research fields such as (but not limited to): theoretical analysis of the fintech domain (finance and economic analysis), machine learning applications to finance, cryptocurrencies, digital currency, cybersecurity, neural networks approaches in FinTech, smart contracts, peer to peer finance, big data analysis, nowcasting, text analysis in finance, blockchain technologies, network analysis in finance, behavioral finance.
Keynote speakers:
* Petros Dellaportas, UCL-London Reservoir Computing for Macroeconomic Forecasting with Mixed Frequency Data
* Leonardo Gambacorta, Bank of International Settlements, TBD
* Mario Wuethrich, ETH-Zurich Discrimination-Free Insurance Pricing
* David Yermack, Stern Business School, New York University, TBD
The Conference is intended to be the first edition of an annual initiative that will be hosted
by the building blocks of a large researchers/universities network.
Scientific committee:
Emilio Barucci (chair), Andrea Consiglio, Stefania Corsaro,
Luca Di Persio, Massimiliano Ferrara, Gianna Figà Talamanca,
Paolo Giudici, Daniele Marazzina, Silvia Muzzioli.
Deadline for submitting an extended abstract/paper: August 31st, 2022.
Please note that, except for the social dinner, no fee is required to conference participation.
https://www.fintechlab.it/fintech_conference2022/
The initiative is promoted by:
Fintech Research Network
https://www.fintechlab.it/network/
The Fintech Research Network is steered by a group of researchers working in all areas of Fintech,
whose main aim is to develop proactive research initiatives such as conferences,
summer schools, workshops, seminars, research projects within the FinTech framework broadly intended.
On behalf of the scientific committee,
LuCa
__
Luca Di Persio - PhD
College of Mathematics
Dept. of Computer Science
University of Verona
strada le Grazie 15 - 37134 Verona - Italy
Tel : +39 045 802 7968
Official UniVr spinoff: www.hpa.ai <http://www.hpa8.com>
Dear colleagues,
We are happy to announce the following online talk:
Speaker: *Michele Salvi* (Università di Roma "Tor Vergata")
Title: *Scale-free percolation mixing time.*
Abstract: Scale-free percolation is a spatial inhomogeneous random graph
model which features three fundamental properties that are often present
in real-world networks: (1) Scale-free: the degree of the nodes follows
a power law; (2) Small-world: two far-away nodes have typically a small
graph distance; (3) Positive clustering coefficient: two nodes with a
common neighbour have a good chance to be linked. We study the mixing
time of the simple random walk on this structure in one dimension and
depict a rich phase diagram in the parameters of the model. In
particular, we prove that the presence of hubs can speed up the mixing
of the chain. Joint work with Alessandra Cipriani (UCL).
*Date and time:* Monday May 9, 17:30-18:30 (Rome time zone)
*Zoom link:* https://us02web.zoom.us/j/6815552946
This talk is part 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.
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
Care colleghe e colleghi,
Vi ricordiamo che questo Venerdì 6 Maggio si terrà la decima giornata di seminari:
A SPRING DAY IN PROBABILITY AND STATISTICAL PHYSICS
University of Florence
Friday 6 May 2022
Lecturers: Nina Gantert (Munich) and Senya Shlosman (Marseille)
Location: Anfiteatro (piano terra), Viale Morgagni 65, Firenze
Informazioni su come arrivare:
https://www.dimai.unifi.it/vp-285-come-arrivare-how-to-get.html <https://www.google.com/url?q=https://www.dimai.unifi.it/vp-285-come-arrivar…>
Note pratiche: stiamo prenotando un catering con cibi vegerariani e non, percio` abbiamo bisogno del numero di persone che vogliono partecipare al pranzo. A coloro che fossero interessati (per una migliore organizzazione) chiediamo di compilare il seguente Google Form per indicare l'intenzione di partecipare al pranzo.
https://docs.google.com/forms/d/e/1FAIpQLSeOv78KC4hNE_g-Z_hMSctDsxqh0435SUn… <https://docs.google.com/forms/d/e/1FAIpQLSeOv78KC4hNE_g-Z_hMSctDsxqh0435SUn…>
PROGRAMMA
Prof. Nina Gantert (Technical University of Munich)
Title: Mixing times for exclusion processes
Prof. Senya Shlosman (CPT Luminy, Marseille)
Title: Random surfaces in statistical mechanics
Program:
11.00-11.45 Introductory lecture: Gantert
11.45-12.00 Break
12.00-12.45 Seminar: Gantert
13.00-14.30 Lunch
14.30-15.15 Introductory lecture: Shlosman
15.15-15.30 Break
15.30-16.30 Seminar: Shlosman
Local Organizers:
G. Bet, L. Andreis
Scientific advisory committee:
F. Caravenna, N. Cancrini, E.N.M. Cirillo, F. Colomo, P. Dai Pra, A. De
Masi, D. Fanelli, F. Flandoli, C. Giardina`, R. Livi, F. Martinelli,
I.G. Minelli, E. Presutti, B. Scoppola, E. Scoppola.
Ricordiamo che ciascun oratore fara` una lezione introduttiva e
divulgativa di 45 minuti pensata proprio per i non esperti, seguita da
altri 45 minuti di tipo seminario (vedi programma).
Maggiori informazioni e aggiornamenti sono reperibili alle pagine web
https://sites.google.com/unifi.it/florence-probability-group/home/days-in-p… <https://sites.google.com/unifi.it/florence-probability-group/home/days-in-p…>
Vi aspettiamo numerosi
Gianmarco Bet e Luisa Andreis
Dipartimento di Matematica e Informatica
Università degli Studi di Firenze
Viale Morgagni 67, Firenze, Italy
----------------------------------------------------------------------
Gianmarco Bet (he/him)
Junior researcher
https://gianmarco.bet
Phone: (+39) 055 2751491
Department of Mathematics and Informatics "U. Dini"
University of Florence
Viale Morgagni, 65
50134 Firenze, Italy
Office 64
----------------------------------------------------------------------
Cari tutti,
Vi segnalo che al link
https://www.unipr.it/node/32439 <https://www.unipr.it/node/32439>
È pubblicato il bando per un assegno di ricerca presso il Dipartimento di Scienze matematiche, fisiche e informatiche dell’Università di Parma.
Gli argomenti di ricerca sono:
- Analisi in dimensione infinita;
- Calcolo di Malliavin;
- Equazioni differenziali stocastiche.
Vi chiedo di diffondere la notizia vai possibili interessati.
Grazie
Davide Addona
Dear all,
from May 11th until June 30th, Dmitri Koroliouk (Kiev university) will give a course at Tor Vergata university with title
Introduction into Neural Networks and Deep Learning
The schedule of the course, the venue and the topics treated in each lecture can be found in the file in attachment.
This course is part of the Excellence Project Math@TOV.
You can find a summary of this and the other events organized by the newly established RoMaDS center at the following link: https://www.mat.uniroma2.it/~rds/events.php .
Salve a tutti,
vorrei raccogliere manifestazioni di interesse qualificate per una
posizione RTD B in probabilità (MAT/06) che potrebbe essere bandita
nel prossimo futuro presso il Dipartimento di Scienze Matematiche,
Fisiche e Informatiche di Parma.
Gli interessati sono incoraggiati a contattarmi, anche per
informazioni e chiarimenti.
--
Francesco Morandin -- frmor.net
Department of Mathematical, Physical and Computer Sciences
Parma University -- sfmi.unipr.it
To call in the statistician after the experiment is done may be
no more than asking him to perform a post-mortem examination:
he may be able to say what the experiment died of. (R.A. Fisher)
Dear all,
during May, prof. Mauro Mariani will be INdAM Visiting Professor at the
University of Pisa, and will deliver a the first half of a PhD Course on
Long time asymptotic and criticality in random dynamics
(abstract below). The second half will be later given by Giacomo di Gesù
(Sapienza Università di Roma). The format will be blended, in presence
and online using Microsoft Teams. The first lecture is scheduled on
Thursday, May 5th, at 11 am,
at Aula Seminari of the Department of Mathematics (Largo Bruno
Pontecorvo, 5, first floor)
and online at the link
https://teams.microsoft.com/l/meetup-join/19%3aNPe79QEwg0BQ31oFUsis6tD5qgF2…
Dates and times later lectures are possibly subject to changes, but are
now tentatively scheduled every Thursday and Friday, 11 am, same room
(Aula Seminari), starting from Thursday 12th. No lecture will be
delivered on Friday 6th.
Please feel free to forward this message to anyone who might be
interested, and write me if you want to be added to the Team (to access
records of the lectures and further material). Regards,
Dario Trevisan
%%%
Abstract: The qualitative behavior of random evolutions in the long time
asymptotic is a classical subject, which has recently found new
motivations in high dimensional optimization. The course provides an
introduction to classical and recent results concerning the long time
behavior of some classes of Markov processes. In the first part, we
will introduce some tools typical of potential theory in an elementary
context, with focus on the reversibility non-reversibility paradigm.
In the second part of the class, we will focus on establishing some
recent results for more involved models and infinite-dimensional
dynamics.
1. Ergodicity and long time behavior of Markov processes.
2. Potential theory and spectral analysis for processes on graphs.
3. Applications to statistical mechanics models.
--
Dario Trevisan,
Università degli Studi di Pisa,
Dipartimento di Matematica,
Largo Bruno Pontecorvo 5,
56127 - Pisa (PI) Italy
telephone: (+39) 050 2213832
mobile: (+39) 331 2899761
Skype: dario-trevisan
e-mail: dario.trevisan AT unipi.it
webpage: http://people.dm.unipi.it/trevisan/
Buongiorno,
è stato pubblicato il Bando relativo all'indizione di una procedura
selettiva per posti da Ricercatore a tempo determinato RTD-A, di cui uno
nel settore concorsuale 13D1 presso il Dipartimento di Scienze Statistiche
dell’Università degli Studi di Padova.
Il bando è disponibile all’indirizzo:
https://www.stat.unipd.it/procedura-selettiva-2022rua03
La *scadenza* per la presentazione delle domande è il *30 maggio 2022 alle
ore 13*.
Si prega di dare la massima diffusione presso tutti gli interessati.
Grazie per la collaborazione
Alessandra Fabbri Colabich
--
Dott.ssa Alessandra Fabbri Colabich
Università degli Studi di Padova
Dipartimento di Scienze Statistiche
[image: Ottocento anni di libertà e futuro]
Dear Colleagues,
we would like to invite you to the following seminar by Jules Pitcho (UZH)
to be held this Wednesday (May 4th) at Dipartimento di Matematica 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: May 4th, 2022, 14:00-15:00 CET
Speaker: Jules Pitcho (UZH - Universität Zürich)
Title: Since the work of Di Perna-Lions and Ambrosio, it is known that the
continuity equation with divergence-free Sobolev vector field is well-posed
for densities with suitable integrability. At the Lagrangian level, these
works translate into a selection principle for integral curves under which
uniqueness for almost every initial data is true. Nevertheless, uniqueness
of integral curves can fail almost everywhere. The deterministic technique
used to construct such divergence-free Sobolev vector fields and non-unique
integral curves go by the name of convex integration: we will explain some
of the ideas underlying this technique. We will conclude by arguing that
for rougher vector fields, a genuinely stochastic behaviour of integral
curves is to be expected: we should not hope for an almost everywhere
selection principle for integral curves.