Dear Sir/Madam,
this is to draw your attention to the call for a Type B fixed-term
researcher (RTDB) position at the University of Padua:
https://www.stat.unipd.it/procedura-selettiva-2021rub03-lassunzione-di-n-25…https://www.unipd.it/procedura-2021RUB03
The deadline is May 27, 2021.
All interested candidates are welcome to apply, please help us to advertise
this call.
Thank you in advance!
Alessandra Fabbri Colabich
Management Secretariat
Department of Statistical Sciences
University of Padua
Gentili colleghi, vi segnalo le borse di dottorato in un consorzio ITN,
pubblicizzate nella mail in calce, su un tema che ha ampia intersezione con
la probabilità applicata e la statistica per processi stocastici.
Cordiali saluti,
Enrico Bibbona
Associate Professor of Statistics
Probability, Statistics and Optimization group
Department of Mathematical Sciences "G. L Lagrange"
Politecnico di Torino
---------- Forwarded message ---------
Da: Irene Otero Muras <ireneotero(a)iim.csic.es>
Date: lun 10 mag 2021 alle ore 14:50
Subject: PhD offer(s) at e-MUSe ITN Network
To: Enrico Bibbona <enrico.bibbona(a)polito.it>
Cc: Eva Balsa Canto <ebalsa(a)iim.csic.es>
Dear Enrico,
We (Eva Balsa and I) are searching for students to join the e-muse
ITN-network to develop a PhD at CSIC, and we would be grateful if you
could forward this offer to pontentially interested candidates.
We search for students with a Master’s degree to develop a PhD in the
framework of the ITN network e-MUSE (*Complex microbial ecosystems
multiscale modelling: mechanistic and data driven approaches integration *
https://www.itn-emuse.com/),
Conditions: 3 year contract, salary between 2.963,34€/month -
3.361,68€/month.
Deadline for application 31/05/2021
These are the two fellowships:
PhD fellowship in dynamics of cellular interactions
Supervisor: Eva Balsa-Canto
to be developed at IIM-CSIC, Vigo http://www.iim.csic.es/
for required background, conditions, and application process:
https://www.itn-emuse.com/esr2
PhD fellowship in feed-back control of individual cells in microorganism
populations
Supervisor: Irene Otero-Muras
to be developed at I2SysBio, Valencia https://www.uv.es/i2sysbiohttps://www.itn-emuse.com/esr3
Thank you very much,
Kind regards,
Irene
-
Irene Otero-Muras
CSIC Spanish National Researc Council
Dear Irene,
the project sounds very interesting.
I'm forwarding your message to the mailing lists of the Italian
probabilists and statisticians, and to some students at Politecnico.
A list of people interested in Reaction Networks meets every two weeks for
a seminar organized jointly by Elisenda in Copenhagen and Daniele
Cappelletti, now a colleague of mine in Torino.
https://researchseminars.org/seminar/MoRN
There is a mailing list too (instructions are on the website), you might
want to post it there as well.
I am also interested in collaborating on the project myself, in case you
think it is suitable.
My specific contribution could be for example in statistical analysis of
experimental data, if that can help.
All the best, Enrico
Enrico Bibbona
Associate Professor of Statistics
Probability, Statistics and Optimization group
Department of Mathematical Sciences "G. L Lagrange"
Politecnico di Torino
Il giorno lun 10 mag 2021 alle ore 14:50 Irene Otero Muras <
ireneotero(a)iim.csic.es> ha scritto:
>
> Dear Enrico,
>
> We (Eva Balsa and I) are searching for students to join the e-muse
> ITN-network to develop a PhD at CSIC, and we would be grateful if you
> could forward this offer to pontentially interested candidates.
>
> We search for students with a Master’s degree to develop a PhD in the
> framework of the ITN network e-MUSE (*Complex microbial ecosystems
> multiscale modelling: mechanistic and data driven approaches integration *
> https://www.itn-emuse.com/),
>
> Conditions: 3 year contract, salary between 2.963,34€/month -
> 3.361,68€/month.
> Deadline for application 31/05/2021
>
> These are the two fellowships:
>
> PhD fellowship in dynamics of cellular interactions
> Supervisor: Eva Balsa-Canto
> to be developed at IIM-CSIC, Vigo http://www.iim.csic.es/
> for required background, conditions, and application process:
> https://www.itn-emuse.com/esr2
>
> PhD fellowship in feed-back control of individual cells in microorganism
> populations
> Supervisor: Irene Otero-Muras
> to be developed at I2SysBio, Valencia https://www.uv.es/i2sysbio
> https://www.itn-emuse.com/esr3
>
> Thank you very much,
> Kind regards,
> Irene
>
> -
> Irene Otero-Muras
> CSIC Spanish National Researc Council
>
>
>
Dear All,
I am forwarding the email below concerning a 3-year postdoc opportunity at
HU Berlin in the area of stochastic control, understood in a broad sense.
Interested candidates should get in touch with Prof. Ulrich Horst (
horst(a)math.hu-berlin.de). The deadline for applications is 8 June.
Best wishes
Tiziano
*From:* Ulrich Horst <horst(a)math.hu-berlin.de>
*Sent:* 07 May 2021 16:11
*To:* Tiziano De Angelis <T.DeAngelis(a)leeds.ac.uk>
*Subject:* Postdoc position at HU Berlin
Dear Tiziano.
I am currently looking for a new postdoctoral student with a research
interest in stochastic control, game theory, BSDEs ... The appointment
would be for three years. I would be most grateful, if you could forward
this mail to interested students.
Interested students can contact me at any time for more information.
Applications can be sent to me by mail. Here is the link to the official
job ad (unfortunately in German). The reference number is AN/109/21
https://www.personalabteilung.hu-berlin.de/de/stellenausschreibungen/wissen…
The deadline for applications is June 8th.
Many thanks for your help and best wishes,
Ulrich
Dear all,
On *May 20 at 17:00, Cosimo-Andrea Munari* (University of Zurich) will give
a virtual seminar “in Insubria & Bicocca”, to which you are all invited.
You can find the title and abstract below.
Title: Capital requirements and claims recovery: A new perspective on
solvency regulation
Abstract:
Protection of creditors is a key objective of financial regulation. Where
the protection needs are high, i.e., in banking and insurance, regulatory
solvency requirements help prevent creditors from incurring losses on their
claims. The current regulatory requirements based on Value at Risk and
Expected Shortfall limit the probability of default of financial
institutions, but fail to control the size of recovery on creditors' claims
in the case of default. We resolve this failure by developing a novel risk
measure, Recovery Value at Risk. Our conceptual approach is flexible and
allows the construction of general recovery risk measures. By design, these
risk measures control recovery on creditors' claims and integrate the
protection needs of creditors into the incentive structure of the
management.
The seminar will be on *Zoom*. You can find the information to join below.
Speaker: Cosimo-Andrea Munari (Univ. Zurich)
Topic: Capital requirements and claims recovery: A new perspective on
solvency regulation
Time: May 20, 2021 05:00 PM Rome
Where: Zoom
Link:
https://us02web.zoom.us/j/82132902292?pwd=UlJXcE5mT1dmSmhtKzNkS1pXTlRhUT09
ID riunione: 821 3290 2292
Passcode: 912323
After the talk, you are all invited to remain in the meeting for an
informal aperitif and chat.
Please forward to anyone interested.
Kind regards,
Elisa Mastrogiacomo and Emanuela Rosazza Gianin
******************************************
Emanuela Rosazza Gianin
Dipartimento di Statistica e Metodi Quantitativi
Università di Milano-Bicocca
Edificio U7 – 4° Piano
Via Bicocca degli Arcimboldi, 8
20126 Milano
Tel. 02 64483208
e-mail: emanuela.rosazza1(a)unimib.it
******************************************
Dear all,
Tuesday, May 18 at 4 PM (CEST) there will be the following online seminar.
Speaker: Julien Guyon (Bloomberg L.P.); below the short bio.
Title: Dispersion-Constrained Martingale Schrodinger Problems and the Joint S&P 500/VIX Smile Calibration Puzzle
Abstract: The very high liquidity of S&P 500 (SPX) and VIX derivatives requires that financial institutions price, hedge, and risk-manage their SPX and VIX options portfolios using models that perfectly fit market prices of both SPX and VIX futures and options, jointly. This is known to be a very difficult problem. Since VIX options started trading in 2006, many practitioners and researchers have tried to build such a model. So far the best attempts, which used parametric continuous-time jump-diffusion models on the SPX, could only produce approximate fits. In this talk we solve this long standing puzzle for the first time using a completely different approach: a nonparametric discrete-time model. Given a VIX future maturity T1, we build a joint probability measure on the SPX at T1, the VIX at T1, and the SPX at T2 = T1 + 30 days which is perfectly calibrated to the SPX smiles at T1 and T2, and the VIX future and VIX smile at T1. Our model satisfies the martingality constraint on the SPX as well as the requirement that the VIX at T1 is the implied volatility of the 30-day log-contract on the SPX.
The model is cast as the unique solution of what we call a Dispersion-Constrained Martingale Schrodinger Problem which is solved by duality using an extension of the Sinkhorn algorithm, in the spirit of (De March and Henry-Labordere, Building arbitrage-free implied volatility: Sinkhorn's algorithm and variants, 2019). We prove that the existence of such a model means that the SPX and VIX markets are jointly arbitrage-free. The algorithm identifies joint SPX/VIX arbitrages should they arise. Our numerical experiments show that the algorithm performs very well in both low and high volatility environments. Finally, we discuss how our technique extends to continuous-time stochastic volatility models, via what we dub VIX-Constrained Martingale Schrodinger Bridges, inspired by the classical Schrodinger bridge of statistical mechanics. The resulting stochastic volatility model is numerically implemented and is shown to achieve joint calibration with very high accuracy.
Time permitting, we will also briefly discuss a few related topics:
(i) a remarkable feature of the SPX and VIX markets: the inversion of convex ordering, and how classical stochastic volatility models can reproduce it;
(ii) why, due to this inversion of convex ordering, and contrary to what has often been stated, among the continuous stochastic volatility models calibrated to the market smile, the local volatility model does not maximize the price of VIX futures.
Short bio:
Julien Guyon is a senior quantitative analyst in the Quantitative Research group at Bloomberg L.P., New York. He is also an adjunct professor in the Department of Mathematics at Columbia University and at the Courant Institute of Mathematical Sciences, NYU, and a Louis Bachelier Fellow. Julien serves as an Associate Editor of SIAM Journal on Financial Mathematics, Finance & Stochastics, and Journal of Dynamics and Games, and as a Managing Editor of Quantitative Finance. Before joining Bloomberg, Julien worked in the Global Markets Quantitative Research team at Societe Generale in Paris for six years, and was an adjunct professor at Universite Paris Diderot and Ecole des Ponts ParisTech.
Julien co-authored the book Nonlinear Option Pricing (Chapman & Hall, 2014) with Pierre Henry-Labordere. He has published more than 20 articles in peer-reviewed journals (including Finance & Stochastics, SIAM Journal on Financial Mathematics, Quantitative Finance, Risk, Journal of Computational Finance, Annals of Applied Probability, Stochastic Processes and their Applications) and is a regular speaker at international conferences, both academic and professional. His main research interests include nonlinear option pricing, volatility and correlation modeling, (nonlinear) optimal transport, and numerical probabilistic methods.
A big soccer fan, Julien has also developed a strong interest in sports analytics, and has published several articles on the FIFA World Cup, the UEFA Champions League, and the UEFA Euro both in academic journals and in top-tier newspapers such as The New York Times, The Times, Le Monde, and El Pais, including a new, fairer draw method for the FIFA World Cup. Some of his suggestions for draws and competition formats have already been adopted by FIFA and UEFA. His paper "Risk of collusion: Will groups of 3 ruin the FIFA World Cup?" won the 2nd prize at the 2021 MIT Sloan Sports Analytics Conference, the biggest sports analytics event in the world.
The link for joining the meeting is:
https://teams.microsoft.com/l/meetup-join/19%3ameeting_MzdlZDljNmMtZDU3Zi00…
Buongiorno
ricevo ed inoltro l'annuncio per il workshop ``Random excursions
with Jean Bertoin". Attenzione alla scadenza imminente per la registrazione.
Saluti
Alessandra
---------- Forwarded message ---------
Da: Grégory Miermont <gregory.miermont(a)ens-lyon.fr>
Date: sab 8 mag 2021 alle ore 00:20
Subject: "Random excursions with Jean Bertoin", second announcement -
please register before May 15th
[Apologies for multiple postings]
Dear friends, dear colleagues,
This is the second announcement for the conference "Random excursions
with Jean Bertoin" in honour of his 60th birthday, to be held in Paris,
Sorbonne Université, July 5 to 9, 2021.
All relevant information will be available on the conference website at
the address http://jb60.math.cnrs.fr which will be regularly updated.
Registration, via this webpage, is free but mandatory.
*Please note that registration will be closed on May 15th. *
Given the current pandemic situation, part of the public and of the
speakers
will have to attend the conference online. As you register, please indicate
whether you would agree to participate from home if needed. We will soon
contact all registered participants with information about attending the
conference in person or remotely.
If you have any questions you can contact Franziska Robmann at
franziska.robmann(a)math.uzh.ch
Please feel free to forward this message to anyone you think might be
interested.
We hope to see you all in July!
Best wishes,
Grégory Miermont, for the organizers.
--
*************************************************
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
*************************************************