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Marie Curie Early Stage Researcher in Marrakech


Optimal control of Backward stochastic differentail equations : Applications to finance


Institution : Cadi Ayyad University in Marrakesh

Place of Work : Faculty of Sciences Semlalia

Department of Mathematics

Laboratory Ibn Al Banna of Applied Mathematics


Minimum Starting Salary: 12000 per annum

Fixed Term appointment for a period of 3 years


Applications are invited for a three-year Marie Curie Early State Researcher Position/PhD studentship in "Stochastic Analysis, Mathematical Finance Stochastic Control" under the supervision of Professor Youssef Ouknine. It is envisaged to organize the PhD students in the frame of a co-directed work with Kh. Bahlali (University of Toulon, France).


The post concerns the theoretical description of Optimal control of Backward stochastic differentail equations (BSDE in short). BSDE and Forward BSDE are very important tools in various fields of mathematics and applications. They appear naturally in math. finance, in probabilistic approach to non linear PDEs and in optimal control.

So it is natural to control this kind of dynamical systems.

  1. Existence of optimal controls for systems driven by BSDEs and FBSDEs where the generator depends on the second component Z.

  2. Approximation of the optimal control by means of simple processes.

  3. Dynamic programming methods in the control of BSDEs. Hamilton-Jacobi-Bellman Equation for these problems.


The work will lead to advances in stochastic control problems with applications in financial industry.


The successful candidate should preferably have a Masters degree (or equivalent) or a Diploma (or equivalent) to a high academic level, in Pure or Applied Mathematics, or other related area. The successful candidate will also need a strong foundation on (Probability and Statistics ). A good knowledge of the theroy of stochastic processes is highly desirable.


The successful applicant will be expected to enrol for and complete a PhD degree during the period of employment.

Benefits of this Marie Curie contract include mobility allowance and career development allowance (for travel home and to meetings).


Eligibility Requirements as specified by Framework VII Marie Curie multi-beneficiary Initial Training Networks:

To be eligible the successful applicant should be in the first years of their research career, and not in the possession of a PhD.

Applicant should be European or if she/he is a Moroccan national she / he must have resided outside the Morocco for at least 3 years out of the past 4.

Applicants should not be Morocco residents for more than 12 months in the last 3 years.


Further information and the full terms and conditions regarding eligibility can be found at the link below: ftp://ftp.cordis.europa.eu/pub/fp7/docs/fp7-mga-annex3intramulti-v2_en.pdf


Closing date for applications: May 20, 2009


Alternatively, if you are unable to apply online, please contact :

Professsor Youssef Ouknine

Cadi Ayyad University in Marrakesh

Faculty of Sciences Semlalia

Department of Mathematics

B.P. 2390, Marrakesh

40 000 Morocco

email : ouknine@ucam.ac.ma , youknine@gmail.com

Fax : +212 5 24 43 74 09


ITN Team in Marrakesh

Team responsable: Prof. Youssef Ouknine (FSSM, Marrakech)


Industrial partner: Optima Finance Consulting.


Members:

Research topics

Prof. Youssef Ouknine (FSSM, Marrakech)

Backard stochastic differential equations

Functionals of Brownian motion

Stochastic differential equations

Stochastic partial differnatil equations

Stochastic control

Prof. Brahim Boufoussi (FSSM, Marrakech)

Backard stochastic differential equations

Approximation theory

Stochastic partial differnatil equations

Prof. M'hamed Eddahbi (FSTG, Marrakech)

Stochastic partial differnatil equations

Mathematical Finance

Large deviations theory

Prof. Mohamed Erraoui (FSSM, Marrakech)

Deterministic et stochastic contols problems

Functionals of Brownian motion

Prof. Brahim Mezerdi (Biskra, Algérie)

Deterministic et stochastic contols problems

Assist. Prof. Seid Bahlali (Biskra, Algérie )

Deterministic et stochastic contols problems

Assist. Prof. El Hassan Essaky (FP, Safi)

Backard stochastic differential equations

Assist. Prof. Abdelali Gabih (ENSA, Marrakech)

Mathematical Finance

Assist. Prof. Mohamed Hassani (FP, Safi)

Backard stochastic differential equations



For more information concerning the Brest team we refer to the following links:
Members of the Brest team
Training programme in Brest
Available positions in our network   How to contact us ?




More information concerning the Marie Curie ITN programme of the European Community and all job offers in the frame of the 7th European framework programme can be found at the following web pages:

7th Research Framework Programme (FP 7)   FP 7 - Marie Curie  Marie Curie funding opportunities search tools  European Community EURAXESS - Job vacancies