Marietta MANOLESSOU

Mathematics Department- AGM Laboratory Cergy-Paris University
EISTI/CY-TECH
June 16, 2023

Position - Educational and scientific activities and Titles

	1947-1960 (Greece) Elementary and High-school studies in parallel with deep studies of French at the Institut of “Alliance Française d’Athènes” (rewarded by: the 1rst Special Price of the classes “Supérieur I et II).
	1960-1969 (Greece) • “Arsakeio” Pedagogical Academia of Athens - Diploma of primary school teacher (rewarded 1st among 70 students), and working as grammar schoor teacher during 2 years. • Success on double entrance examination for Athens Polytechnique School and Athens University obtaining the Diploma in Physics from Athens University in 1969.
	1969-1971-72 (Greece) Succeeds after examination to obtain a fellowship and does an internship during 2 years on “advanced studies in Methematical Physics” in the Greek National Nuclear Center “Democritos”.
	1971-72 (Greece-France) Participates in the International conference High Energy Physics at Herceg Novi Yougoslavia and then, invited by A. Morel (CEA Saclay), comes in France to the“Laboratoire de Physique Théorique CEN Saclay” with a fellowship (of 1 year) of the French government, offered by the French Institut “Alliance Française d’Athènes”.
	(1972 - 1979) (France) Fellowship Doctorant of CEA (Lab.Ph.Th. Saclay) • Thesis of “Doctorat 3me Cycle” 1975 CEA Saclay - Université Paris Sud Orsay (Advisor: G. Mahoux CEA) (cf. List of Publications) • Thesis of “Doctorat d’Etat” 1977 CEA Saclay - Université Paris Sud Orsay (Advisor J. Bros) (cf. List of Publications).
	Autumn 1979 Invited by A. Wightman at Institut of Advanced Studies of Princeton (USA) and by A.Jaffe at Harvard University (USA).
	1979-81-83 (France) • Humbolt-Fellowship for research at Bielefeld University (RFA) Mathematical Physics Department (with Professors G. Sommer, Ph. Blanchard, S. Albeverio, O. Steinmann) (cf. List of Publications). • Assosiate fellow professor at the University of Marseille- Lumini. • Research
	1983 - 30 June 2020 1983 - 1990 Invited by Pr. L. Michel at “I.H.E.S” (Bures sur Yvette) (cf. List of Publications).
	1983 - 2020 Participates in many International Conferences of Mathematical Physics: Sorbonne (Paris) - Berlin - Hambourg-(RFA)- Strasbourg - Creta (Greece) -Les Houches- Marseille - London (U.K) - Maryland (USA).
	1990 - 30 June 2020 Researcher Professor at EISTI. and 1991-2016 Chief of Mathematics Department ( EISTI Cergy) (cf. Teaching Activities)
	30 June 2020 - Today • Honorary Researcher Professor AGM Laboratory Université de Cergy- Paris • Advisor of Internships plus Projects and Master Thesis i(n Masters ADEO and QFRM2) (Cy-Tech) • (December 2022) Member of the ’Association “Pour la Science” at I.PH.T. of “CEA-Saclay Paris University”

Teaching Activities

Physics: (1990- 2002- EISTI) Creation and teaching of Courses: Electromagnetism - Thermodynamics - Quantum Mechanics -Special and General Relativity (1st and 2d year of engineering school).

Applied Mathematics (1990- 2002- EISTI) Creation and teaching of Courses (cf. list of publications): Algebra -Topology - Linear and non Linear Optimisation (1st Year Eng. Sc. and Master M1 QFRM et ADEO M1) Probabilities I and II, Simulation, Markov Chains Mesure and Integration, Stochastic Processes for MF orientation and Master 2, 3d year Eng. Sc. and Master M2 Applied Mathematics for Finance (Option IFI-Master QFRM M2) 3 Mathematical and Inferential Statistics - Data Analysis, Simulation, Stochastic processes (Markov Chains) Optimisation (Linear and Nonlinear), Times series- Forecasting Models ( Projects),Theory of Games, Supply Chain Management (Option ADEO M1, M2) Stochastic processes (Markov Chains) Optimisation (Linear and Nonlinear), Simulation - Projects. Operational Research, Theory of Queues and Simulation with the Application “Taylor” (Options DSI and GL ) Graph Theory and Combinatorial Optimisation (Option MAIS).

Research Activities

Applied Mathematics: Axiomatic Quantum Field Theory (cf. List of Publications).

Interests

	Applied Mathematics, AI and Mathematical Reasoning
	Music,Running, Long Walks.

List of publications

Inégalités et bornes absolues pour l’amplitude de diffusion

• Note C.E.A. ( N° 1967) , 1974

Construction d’ une amplitude de diffusion Unitaire et Analytique pour le cas de spin 1/2)

• Thèse de 3^ème Cycle C.E.A.-Orsay Paris-Sud , 1974
• Nucl.Physics B.98; 298 , 1975

Macrocausality conditions from analyticity properties of scattering kernels in Quantum Field Theory (Q.F.T.)

• Commun. Math.Phys., 46, 223 , 1976

Contribution à l’étude de quelques propriétés fondamentales des amplitudes de diffusion

• Thèse d’Etat C.E.A.-Orsay Paris-Sud , 1977

Renormalized G-Convolution of N - point functions in (Q.F.T.)

• Asymptotic behaviour Annals of Physics 122, 297- 320 , 1979

Renormalized G-Convolution of N - point functions in (Q.F.T.) I. Convergence in the Euclidean case

• Commun. Math.Phys., 72, 175 (Collaboration with J.Bros-CEA) , 1980

Renormalized G-Convolution of N - point functions in (Q.F.T.) II. Convergence in the Euclidean case

• Commun. Math.Phys.72, 207 (Collaboration withJ.Bros-CEA) , 1980

  (1981-2000)

Renormalized Normal Product and Equations of motion of Φ4 coupling

• Annals of Physics, 152, 327-347 , 1984

Conservation of Axiomatic field theory properties, by the G - Convolution associated with simple graphs and the Φ4/4 equations of motion

• Ann. Inst. Henri Poincaré ; Vol.40, 4 p.389-415 (Collaboration with B.Ducomet, CEA) , 1984

Liens et tendances communes en Astrophysique et la Phys. des Particules Elémentaires

• LEPI CNRS , June 1987

The Φ4 equations of motion I. A new constructive method

• J.Math.Physics 29, 2092 , 1988

The Φ4 equations II. The zero-one and two-dimensional solutions

• J.Math.Physics 30, 175 , 1988

The Φ4 equations III. The sweeping factors

• J.Math. Physics 30, 4 , 1989

A new method for the construction of a Wightman Q.F.T.

• Proceedings of the Int.Symposium of Space-Time symmetries (1988) and, Nucl.Physics B,Proc.Suppl.(6)163 (1989) NorthHolland , 1989

The Φ4 equations of Motion

• Proceedings of the Int. Workshop on High Energy Physics.Crete Nucl.Phys B Proc.Suppl.(11) 355 NorthHolland , 1989

The zero-dimensional problem in Φ4 field theory

• J. Math.Physics, 32, 3476 , 1991

The Φ4/4 non trivial solution

• Preprint EISTI ; Contribution to the XI International Congress of Mathematical Physics Unesco-Sorbonne Paris , July 1994

The Φ4/4 non trivial solution (Existence and Uniqueness)

• Preprint EISTI Contribution to the XIII International Congress of Mathematical Phys. , July 2000

(2001- 2020 - today)

The numerical study of the solution of the Φ4/0 model

• Journal of Non Linear Mathematical Physics (a) Electronic version (9 no 1 Febr.2002) (b) Printed version (9 2002 77 - 85) In collaboration with : A. Alaie- Y.Sansonnet -S. Gladkoff) , 2002

Back again to the Φ4/0 solution

• Preprint EISTI , July 2004

Local Contractivity of a New Φ4/0 Iteration

• http://arxiv.org/abs/1212.3693 December 2012 , 2012

Numerical Study of a New Φ4/0 Iteration

• http://arxiv.org/abs/1212.3693 (In collaboration with : S.Tafat EISTI) December 2012

A Course of Applied Mathematics for Engineers and Physicists

• Narosa Publishing House Pvt. Ltd. (November 2014) and a Science - Amazon -( 2015)

Local contractivity of the Φ4/4 mapping

• http://arXiv.org/abs/1706.08758v1 math-ph (27 Jun 2017)

The “non triviality” of a Φ4/4 model, I The new mappingM* -the Φ4/4-iteration

• HAL https://hal.archives-ouvertes.fr/hal-02566704 , 2020

The “non triviality” of a Φ4/4 model II The construction of the solution

• HAL https://hal.archives-ouvertes.fr/hal-02566708 , 2020

The “non triviality” of a Φ4/4 modeI III

• the “Osterwalder-Schrader Positivity” arXiv:2101.11980v1 [math-ph] 28Jan .2021

The construction of a “non trivial Φ4/4 model”

• In preparation: AGM Laboratory Cy Cergy-Paris University-Cy-tech