Dear all,
We are glad to announce the 5TH SPRING COLLOQUIUM ON PROBABILITY AND
FINANCE, held at the Department of Mathematics "Tullio Levi-Civita" of
the University of Padova, on APRIL 19TH, 2024.
The Colloquium will bring together researchers in stochastic analysis
and mathematical finance. The workshop will start at 10am and end at
5pm. Attendance is free but registration is required (on the
conference website). Please note that, due to the small capacity of
the conference room, we will be able to host only a limited number of
attendees.
WEBSITE: https://events.math.unipd.it/SpringColloquium5
INVITED SPEAKERS:
- Eduardo ABI JABER (École Polytechnique, FR)
- Huy Ngoc CHAU (University of Manchester, UK)
- Giulia DI NUNNO (University of Oslo, NR)
- Roxana DUMITRESCU (King's College London, UK)
- David SKOVMAND (University of Copenhagen, DK)
- Luca TASCHINI (University of Edinburgh, UK)
We hope to see you in Padova! Best wishes,
Giorgia Callegaro and Claudio Fontana
Cari colleghi,
vi segnalo che il Dipartimento di Matematica dell'Università di Padova
ha bandito un posto di ricercatore di tipo B nel settore MAT/06.
Il bando è disponibile alla pagina
http://www.math.unipd.it/it/news/?id=1898
La scadenza per la presentazione delle domande è il 25 agosto 2016.
Marco Ferrante
Dear all,
the dates of the schedule in the previous message are correct, but
the days of the week of the lectures are Tuesday/Thursday and not
Tuesday/Wednesday as incorrectly stated.
I apologize for the incovenience.
Lorenzo Bertini
Dipartimento di Matematica
Universita' di Roma La Sapienza | Tel: +39 - 06 4991 4974
P.le A. Moro 5, 00185 Roma | E-mail: bertini(a)mat.uniroma1.it
Italy
Home page: http://www.mat.uniroma1.it/people/bertini/ama/
(mi scuso per il cross-posting)
Segnalo questa ottima opportunità di dottorato ad Eindhoven (TU/e) per 5
anni con Nelly Litvak. Scadenza tra poche settimane.
================ ================ ================
*Fully funded PhD-TA position in Algorithms for Complex Networks at
Eindhoven University of Technology, Netherlands.*
Deadline: June 16, 2024
As a PhD TA candidate you will develop new distributed algorithms for large
networks and analyze these algorithms using probability theory and the
theory of random graphs. In particular, you will study algorithms for computing
the stationary distribution of random walks and policy evaluation. Random
walks are used in network analysis for ranking vertices, community
detection, and embedding of the vertices in multi-dimensional space for
machine learning tasks. Policy evaluation is widely used in reinforcement
learning, for instance, for training large language models.
The PhD TA position is for 5 years with 25% of your time spent on education.
The applicants are required to have MSc in mathematics or applied
mathematics.
Eindhoven University of Technology offers excellent conditions of
employment:
- Full-time employment for five years, with an intermediate evaluation
(go/no-go) after nine months. You will spend 25% of your employment on
teaching tasks.
- Salary and benefits (such as a pension scheme, paid pregnancy and
maternity leave, partially paid parental leave) in accordance with
the *Collective
Labour Agreement* for Dutch Universities, scale P (min. €2,770 max.
€3,539).
- A year-end bonus of 8.3% and annual vacation pay of 8%.
- High-quality training programs and other support to grow into a
self-aware, autonomous scientific researcher. At TU/e we challenge you to
take charge of your own learning process.
- An excellent technical infrastructure, on-campus children's day care
and sports facilities.
- An allowance for commuting, working from home and internet costs.
- A Staff Immigration Team and a tax compensation scheme (the 30%
facility) for international candidates.
See more detail on the website:
https://jobs.tue.nl/en/vacancy/phd-ta-on-algorithms-for-complex-networks-10…
<https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fjobs.tue.…>
Prof.dr. Nelly Litvak
Department of Mathematics and Computer Science
Eindhoven University of Technology
During June 2024, Sandra Cerrai (University of Maryland) will offer
the Ph.D. Course "Introduction to stochastic partial differential equations"
Location.
Aula B, Dipartimento di Matematica, University La Sapienza
Schedule
Tue. 4, June. 14-16
Wed 6 June, 10-12
Tue. 18, June. 14-16
Wed 20 June, 10-12
Tue. 25 June. 14-16
Wed 27 June, 10-12
Lorenzo Bertini
Dipartimento di Matematica
Universita' di Roma La Sapienza | Tel: +39 - 06 4991 4974
P.le A. Moro 5, 00185 Roma | E-mail: bertini(a)mat.uniroma1.it
Italy
Home page: http://www.mat.uniroma1.it/people/bertini/ama/
Si informa che è stato pubblicato il bando *2024RTT04_RISERVATO * relativo
all'indizione di una procedura selettiva per l’assunzione di n. 3
ricercatori a tempo determinato in tenure-track (RTT) ai sensi dell’art. 24
della legge 240/2010 come modificato dalla L. 79/2022 , di cui uno nel SC
13D1, SSD SECS-S/01 SECS-S/02 presso il Dipartimento di Scienze Statistiche.
Info al link: https://www.unipd.it/procedura-2024RTT04_RISERVATO
*Scadenza: 27 giugno 2024 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
Sulla Gazzetta Ufficiale – IV serie speciale – Concorsi ed Esami n. 41 del
21/05/2024 è stato pubblicato l’avviso d'indizione di selezioni pubbliche,
per titoli e discussione pubblica, per la copertura di un posto di
ricercatore a tempo determinato in tenure track (*RTT*), mediante stipula
di contratto di lavoro subordinato della durata di 6 anni, ai sensi
dell’art. 24 della Legge 30 dicembre 2010 n. 240 come modificato
dall’art.14 comma 6-decies del decreto legge 30 aprile 2022, n. 36
convertito con modificazioni, dalla Legge 29 giugno 2022, n. 79, per lo
svolgimento di attività di ricerca e di didattica, di didattica integrativa
e di servizio agli studenti, *presso il Dipartimento di Matematica
dell’Università degli Studi di Milano; Settore Concorsuale 13/D4, SSD
SECS-S/06* (nuova denominazione GSD:13/STAT-04 SSD: STAT-04/A)*.*
La procedura di compilazione ed invio della domanda di partecipazione alle
suddette selezioni pubbliche è interamente ed esclusivamente telematica e
prevede l’utilizzazione dell’applicazione informatica SICON.
Il testo integrale del bando, con allegato il facsimile della domanda e con
l’indicazione dei requisiti e delle modalità di partecipazione alle
sopracitate selezioni pubbliche, è disponibile alla pagina Web
https://www.unimi.it/it/node/581/ scegliendo il codice della procedura
(5552) attraverso il motore di ricerca a inizio pagina,
oppure usando il LINK
<https://www.unimi.it/it/ateneo/lavora-con-noi/reclutamento-ricercatori/sele…>
diretto.
Il termine ultimo per la presentazione delle domande è fissato
*per le ore 12:00 del 21 giugno 2024.*
Marco Frittelli
Marco Maggis
*Post-doctoral research position: *"Mathematical modeling for the study of
climate change and its impact on the financial systems". The position is
financed by the following research project: "Qnt4Green - Quantitative
Approaches for Green Bond Market: Risk Assessment, Agency Problems and
Policy Incentives (PRIN 2022)".
*Link of the call with all the details: *
https://trasparenza.sns.it/moduli/downloadFile.php?file=oggetto_allegati/24…
*Job duration:* 12 months.
*Teaching:* none.
*Remuneration:* 25,000 Eur per year.
Interested candidates can contact me or Dr. Roberto Pellungrini (roberto.
pellungrini(a)sns.it) for questions/clarifications.
Best wishes,
Giulia
Si avvisa che
in data 31-05-2024, alle ore 14:30 precise
al Politecnico di Milano,
in aula B.51 (edificio 14),
si svolgerà il seguente seminario
Prof. Richard Samworth, Cambridge
Titolo: Isotonic subgroup selection and its role in clinical trials
Abstract: Given a sample of covariate-response pairs, we consider the subgroup selection problem of identifying a subset of the covariate domain where the regression function exceeds a pre-determined threshold. This is particularly relevant in clinical trials and other applications in the life sciences, for instance where we might want to determine a subgroup that would benefit from a vaccine or treatment. We introduce a computationally-feasible approach for subgroup selection in the context of multivariate isotonic regression based on martingale tests and multiple testing procedures for logically-structured hypotheses. Our proposed procedure satisfies a non-asymptotic, uniform Type I error rate guarantee with power that attains the minimax optimal rate up to poly-logarithmic factors. Extensions cover classification, isotonic quantile regression and heterogeneous treatment effect settings.
Il link per seguire il seminario online sarà reso disponibile pochi minuti prima dell’avvio del seminario al seguente link
https://mox.polimi.it/mox-colloquia-seminars-list/mox-seminars/?id_evento=2…
Questa iniziativa è parte delle Ph.D. Lectures finanziate dal Dipartimento di Eccellenza, 2023-2027, Dipartimento di Milano, Politecnico di Milano.
Cordialmente,
Laura Sangalli
——
Laura Maria Sangalli
MOX - Dipartimento di Matematica
Politecnico di Milano
Piazza Leonardo da Vinci 32
20133 Milano - Italy
(+39) 02 2399 4554
laura.sangalli(a)polimi.it<mailto:laura.sangalli@polimi.it>
https://sangalli.faculty.polimi.it
Dear Colleagues,
We would like to invite you to the following (double) SPASS seminar,
jointly organized by UniPi, SNS, UniFi and UniSi (abstracts below):
*Signature-based models: theory and calibration *
by *Sara Svaluto Ferro* (Università di Verona)
*Noise-induced oscillations for the mean-field dissipative contact process*
by* Elisa Marini* (Università degli Studi di Padova)
The seminars will take place on *TUE, 4.6.2024* respectively at *14:00 CET *in
Aula Seminari, Dipartimento di Matematica, UNIPI *and 15:00 CET* in Aula
Tricerri, Dipartimento di Matematica e Informatica "Ulisse Dini", UNIFI and
both streamed online at this link <https://meet.google.com/gji-phwo-vbg>.
The organizers,
A. Agazzi, G. Bet, A. Caraceni, F. Grotto, G. Zanco
https://sites.google.com/unipi.it/spass
<https://www.google.com/url?q=https://sites.google.com/unipi.it/spass&source…>
--------------------------------------------
*Signature-based models: theory and calibration *
*Abstract: Universal classes of dynamic processes based on neural networks
and signature methods have recently entered the area of stochastic modeling
and Mathematical Finance. This has opened the door to robust and more
data-driven model selection mechanisms, while first principles like no
arbitrage still apply.In the first part of the talk we focus on signature
SDEs whose characteristics are linear functions of a primary underlying
process, which can range from a (market-inferred) Brownian motion to a
general multidimensional tractable stochastic process. The framework is
universal in the sense that classical models can be approximated
arbitrarily well and that the model characteristics can be learned from all
sources of available data by simple methods. Indeed, we derive formulas for
the expected signature in terms of the expected signature of the primary
underlying process.In the second part we focus on a stochastic volatility
model where the dynamics of the volatility are described by linear
functions of the (time extended) signature of a primary process. Under the
additional assumption that this primary process is of polynomial type, we
obtain closed form expressions for the squared VIX by exploiting the fact
that the truncated signature of a polynomial process is again a polynomial
process. Adding to such a primary process the Brownian motion driving the
stock price, allows then to express both the log-price and the squared VIX
as linear functions of the signature of the corresponding augmented
process. For both SPX and VIX options we obtain highly accurate calibration
results.The talk is based on joint works with Christa Cuchiero, Guido
Gazzani, and Janka Möller.*
*Noise-induced oscillations for the mean-field dissipative contact process*
*Abstract: In this talk, we will introduce a dissipative version of the
contact process with mean-field interaction admitting a simple
epidemiological interpretation. In particular, we will focus on the
thermodynamic limit of the process, providing a law of large numbers
(propagation of chaos) and a central limit theorem for the corresponding
normal fluctuations.These results reveal that it is the noise, which is
only present in the finite-size system and is internal to the system, that
induces persistent oscillatory behaviors reminiscent of the emergence of
pandemic waves in real epidemics.*