Issue 2, Year of Award - 2013 The PhD program in Mathematics is addressed to MSc graduate
students with remarkable scientific background and strong motivation in
conducting research activities. The PhD supervisors are renowed specialists in
their fields of expertise. Their research interests cover several modern
directions in Mathematics. They have published scientific papers in the best
mathematical journals and monographs b the most prestigious publishing houses:
Springer Verlag, Kluwer Acad. Publ. Birkhauser, World Scientific, etc. Their
scientific results have been cited thousands of times. The research activity enjoys an important support from the
Al. Myller Mathematical Seminar, one of the most complete matehmatical
librarier in Romania. | |
Caseta redacțională
Director: Prof. dr. Ovidiu Cârjă, Director CSUD
Redactor Șef: Dana Lungu
Redactor: Dan Pîrlogeanu
Consultant: lect. dr. Valerică Greavu-Șerban
Editor: Universitatea Alexandru Ioan Cuza, Iași
Adresa: Carol I 22, Iași, 700505, România
Tel.: 0232/200101; Fax: 0232/200102;
E-mail: phdthesis@uaic.ro ;
Pagina web: http://phdthesis.uaic.ro
ISSN: 2501-1375
ISSN-L: 2501-1375
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| | Type of content | Abstract | | | | Language | English | | | | Title (Romanian) | Structuri Dirac pe varietăţi finit şi infinit dimensionale | | | | Title (English) | Dirac structures on finite and infinite dimensional varieties. Abstract | | | | Author | Vulcu, Vlad-Augustin | | | | PhD supervisor | Anastasiei, Mihai, PhD Professor | | | | Domain | Mathematics | | | | Keywords | Banach Manifold, Tangent Bundle, Cotangent Bundle, Immersion, Submersion, Embedding, Vector field, 1-form, k-form, Inner product, Exterior differential, The wedge product, The Lie derivative
| | | | APACitation | Vulcu, Vlad-Augustin (2013), Dirac structures on finite and infinite dimensional varieties. Abstract (Doctoral thesis, Alexandru Ioan Cuza University of Iasi, Iasi, Romania). Retrieved from: http://phdthesis.uaic.ro/_layouts/15/DocIdRedir.aspx?ID=PHDSERIES-1414501938-723 | |
| | | | Type of content | Abstract | | | | Language | English | | | | Title (Romanian) | Reflexia oblică în modele stochastice | | | | Title (English) | Oblique reflection in stochastic models. Abstract | | | | Author | Gassous, Anouar | | | | PhD supervisor | Rășcanu, Aurel, PhD Professor | | | | Domain | Mathematics | | | | Keywords | Oblique refection, Skorohod problem, Stochastic variational inequalities, Backward stochastic variational inequalities, Frechet subdifferential, Clarke subdifferential, Variational inqualities in non-convex domains
| | | | APACitation | Gassous, Anouar (2013), Oblique reflection in stochastic models. Abstract (Doctoral thesis, Alexandru Ioan Cuza University of Iasi, Iasi, Romania). Retrieved from: http://phdthesis.uaic.ro/_layouts/15/DocIdRedir.aspx?ID=PHDSERIES-1414501938-725 | |
| | | | | Type of content | Abstract | | | | Language | English | | | | Title (Romanian) | Ecuaţii diferenţiale stochastice cu întârziere, controlate | | | | Title (English) | Controlled stochastic differential equations with delay. Abstract | | | | Author | Diomande, Bakarime | | | | PhD supervisor | Rășcanu, Aurel, PhD Professor | | | | Domain | Mathematics | | | | Keywords | SDEs with delay, Stochastic variational inequalities, Dynamic programming principle, Hamilton-Jacobi-Bellman equation, Viscosity solution, Backward stochastic di erential equations, Time-delayed generators
| | | | APACitation | Diomande, Bakarime (2013), Controlled stochastic differential equations with delay. Abstract (Doctoral thesis, Alexandru Ioan Cuza University of Iasi, Iasi, Romania). Retrieved from: http://phdthesis.uaic.ro/_layouts/15/DocIdRedir.aspx?ID=PHDSERIES-1414501938-727 | |
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