LISTA COMPLETA A LUCRARILOR ELABORATE SI/SAU PUBLICATE A. TEZA DE DOCTORAT Frigioiu C, 2003, Metode geometrice in Mecanica Analitica de ordin superior, Facultatea de Matematica, Universitatea Al.I. Cuza Iasi, 2003. B. CĂRŢI PUBLICATE I. Carti si capitole din carti cu caracter didactic Udriste C., Balan V., Frigioiu C., Roman M., Geometrie analitica, geometrie diferentiala si elemente de algebra tensoriala, Contract POSDRU/56/1.2/S/32768, 257 pag., Bucureşti 2012; Colectivul departamentului Matematica-Informatica, Teste grila pentru admiterea in invatamantul superior, Editura GUP Galati, 2012 Frigioiu, C., 2010, Capitole speciale de geometrie pentru profesori, in format electronic, 100 pag Frigioiu, C., 2009, Geometrie analitica si diferentiala, Editura Fundatiei Universitare Dunarea de Jos Galati, ISBN 978-973-627-441-1, 160 pag. Aprodu, M.A., Frigioiu, C., 2009, Notiuni matematice cu aplicatii in economie, Editura Fundatiei Universitare Dunarea de Jos Galati, ISBN 978-973-627-446-6, 140 pag. Frigioiu, C., Corneschi, C., 2006, Matematici superioare, Editura Fundatiei Universitare Dunarea de Jos Galati, ISBN (10) 973-627-343-1 ISBN (13) 973-627-343-8, 240 pag. Frigioiu, C., 2006, Matematici cu aplicatii in economie, Editura Europlus, Galati, ISBN (10) 973-7845-25-0 ISBN (13) 978-973-7845-25-2, 102 pag. Frigioiu, C., 2004, Algebra liniara si geometrie, Ed. Didactica si Pedagogica, R.A. Bucuresti, ISBN 973-30-1901-1, 230 pag. Buhaescu, T., Antohe, St., Mirica, I., Frigioiu, C., Cringanu, J.,.., 2003, Matematici.Teste tip grila. Bacalaureat si admitere in invatamantul superior, Editura Fundatiei Universitare Dunarea de Jos Galati, ISBN 973-627-017-3, capitolul XII, 22 pag. Frigioiu, C., 2000, Algebra si geometrie pentru ingineri, Editura Fundatiei Universitare Dunarea de Jos Galati, ISBN 973-8139-45-7, 194 pag. Buhaescu, T., Vata, P, Codau, N., Enache, T., Frigioiu, C., Cringanu, J.,.., 2000, Algebra,analiza matematica, geometrie si trigonometrie. Probleme de tip grila pentru admiterea in invatamantul superior, Ed. EVRIKA!, Braila, ISBN 973-9499-20-1, capitolul Geometrie si trigonometrie-30 pag. II. Carti si capitole din carti de specialitate publicate in edituri recunoscute 1. Frigioiu, C., 2008, Spatii Lagrange, Ed. Fundatiei Universitare Dunarea de Jos Galati, ISBN 978-973-627-406-0, 160 pag. 2. Frigioiu, C., 2004, Noether s laws of conservation in time dependent Lagrange spaces, Ed. Fair Partners Publishers, Bucuresti, in volumul Lagrange and Hamilton Geometries and their Applications, editor R. Miron, pag.125-132, ISBN 973-8470-29-3. 1
C. ARTICOLE STIINTIFICE 1. Articole publicate in reviste indexate in baze de date internationale 1. Frigioiu, C., 2012, A geometrical model of hyperinflation, Annals of Dunarea de Jos University of Galati Mathematics, Physics, Theoretical Mechanics, Fascicle II, Year IV (XXXV) 2012, No.1-2, pp. 2. Frigioiu, C., 2011, Geometric Aspects of the Lagrangian Mechanical Systems, Scientific Studies and Research Series Mathematics and Informatics, No. 2, pp. 13 22, Bacau 3. Frigioiu, C., 2010, Bianchi identities in the rheonomic lagrange geometry,annals of Dunarea de Jos University of Galati Mathematics, Physics, Theoretical Mechanics, Fascicle II, Year II (XXXIII), No.1, pp..56-62 4. Frigioiu, C., Gheorghies C., 2010, Mechanical Systems And Their Associated Lagrange Geometries, International Journal of Computer Mathematics, Volume 87 Issue 12, 2010, pp.2846-2955; 5. Frigioiu, C., Hedrih (Stevanovic) K., 2010, On the Geometrization of the Rheonomic Lagrangian Mechanical Systems, Analele Universitatii din Oradea, Fascicola Matematica, Tom XVII, Issue no. 1, pp.89-97 (indexata in Mathematical Reviews and Zentralblatt fur Mathematik); 6. Frigioiu, C., 2008, On dynamical systems of rheonomic Finslerian mechanical systems, Acta Mathematica Academiae Paedagogicae Nyíregyháziensis, Vol. 24, No. 1, ISSN 1786-0091, Hungary, pp. 65-74(indexata in Zentralblatt für Mathematik; Math.Reviews; Scopus/Elsevier); 7. Frigioiu, C., 2008, N-linear connection in a rheonomic Lagrange space of second order, Studii şi cercetări ştiinţifice, seria Matematică, nr 17, Supplement, Bacau, ISSN: 1224-2519, pp.55-66 8. Frigioiu, C., 2007, On the Geometrization of the Rheonomic Finslerian Mechanical Systems, Anale Universitatea Iasi, Tomul LIII, Supliment, ISSN 1221-8421, pp.143-155 (indexata in Zentralblatt für Mathematik; Math.Reviews, ISI din 2008 ) ; 9. Frigioiu, C., 2007, N-linear connection in a rheonomic Lagrange space of second order, Studii şi cercetări ştiinţifice, seria Matematică, nr.17, Supplement, Bacau, ISSN: 1224-2519, pp.55-66 (indexata in Zentralblatt für Mathematik; Math.Reviews) ; 10. Frigioiu, C., 2006, A new geometrization of second order rheonomic Lagrange spaces, Tensor N.S., vol. 67, No.3, ISSN 0040-3504, Published by The Tensor Society Chigasaki, Japan, pp. 304-317(indexata in Zentralblatt für Mathematik; Math.Reviews) ; 11. Miron, M., Frigioiu, C., 2005, Finslerian Mechanical Systems, Algebras, Groups and Geometries, vol. 22, No. 2, 151-168 (2005). ISSN 0741-9937, Florida(indexata in Zentralblatt für Mathematik; Math.Reviews) ; 12. Frigioiu, C., 2004, Lagrangian Geometrization in Mechanics, Tensor N.S., vol. 65, nr 3, ISSN 0040-3504, Published by The Tensor Society Chigasaki, Japan, pp. 225-233 (indexata in Zentralblatt für Mathematik; Math.Reviews). 2. Articole publicate in reviste recunoscute CNCSIS 1. Frigioiu C., 2009, Nonlinear connections and semisprays in higher order rheonomic Lagrange space, The Annals of the University Dunarea de Jos Galati, Fascicle II. Mathematics, Physics, Chemistry, Informatics, anul II(XXXI), ISSN 1842-6506, pag. 135-139 (B); 2. Frigioiu, C., 2008, On the Rheonomic Generalized Lagrange Spaces of Second Order, The Annals of the University Dunarea de Jos Galati, Fascicle II. Mathematics, Physics, Chemistry, Informatics, anul II(XXXI), ISSN 1842-6506, pag. 135-139 (B); 3. Frigioiu, C., 2006, On the Rheonomic Nonholonomic Lagrange Geometry, Studii şi cercetări ştiinţifice, seria Matematică, nr.16, Bacau, ISSN: 1224-2519, pg. 91-98 (B); 4. Frigioiu, C., 2006, Variational problem for rheonom Lagrangians of order k-the Annals of the University Dunarea de Jos Galati, Fascicle II.Mathematics, Physics, Teoretical Mechanics, anul XXIV(XXIX), ISSN 1221-4531, pag. 31-36(C); 5. Frigioiu, C., 2005, On the geometrization of non-holonomic mechanical systems - Proceedings of the Romanian Academy, seria A,volume 6, nr.2, ISSN.1454-9069, pag 121-128 (B, cotata ISI din 2007); 2
6. Frigioiu, C., 2005, A Noether theorem in a rheonomic Lagrange space of second order- The Annals of the University Dunarea de Jos Galati, Fascicle II.Mathematics, Physics, Teoretical Mechanics, anul XXIII(XXVIII), ISSN 1221-4531, pag.73-76 (C); 7. Frigioiu, C., Kirkovits, M., 2004, A new geometrization of time dependent Lagrangians- Proceedings of the Romanian Academy, seria A, nr.1, ISSN.1454-9069, pag 3-11 (B, cotata ISI din 2007); 8. Frigioiu, C., 2004, Non-holonomic rheonomic Finsler spaces - The Annals of the University Dunarea de Jos Galati, Fascicle II.Mathematics, Physics, Teoretical Mechanics, anul XXII(XXVII), ISSN 1221-4531, pag.71-74 (C). 3. Articole publicate în buletine ale simpozioanelor cu participare internaţională 1. Frigioiu C., A geometrical framework for the study of the nonholonomic mechanical systems, Proceedings of the International Conference in Mathematics 2012, United Arab Emirates University, 11-14 March 2012, pp.171-179; 2. Frigioiu C., Geometric Aspects of Nonholonomic Mechanical Systems, Proceedings of The 3 rd Serbian Congress on Theoretical and Applied Mechanics, July 2011, pp.1139-1146; 3. Frigioiu C., Stevanovic K., Birsan I., Lagrangian geometrical model of the rheonomic mechanical systems, World Academy of Science, Engineering and Technology 73 2011, pp.1178-1184 4. Frigioiu, C., 2004, Noether s laws of conservation in time dependent Lagrange spaces, Proceedings of the Conference on Applied Differential Geometry and General Relativity and the Workshop on Global Analysis, Differential Geometry and Lie Algebras, Greece, 2002, Geometry Balkan Press Bucharest, BSG Proceedings 11, pp.61-68, 2004 (BDI); 5. Frigioiu, C., 2000, Connections on Tangent Bundle of Higher Order Associated to Regular Lagrangians - Proc. Internat. Conf. "The risk in contemporany economy", 2000, Analele Universităţii din Galaţi, supliment la tomul XVIII(XXIII), ISSN 1221-4531, pp.65-68 (CNCSIS); 6. Frigioiu, C., Georgescu A., 1999, Budiansky method for a flutter problem. Theoretical results. - The 7- th Conference on Applied and Industrial Mathematics CAIM'99, Pitesti 15-17 octombrie, Buletin stiintific Universitatea din Pitesti pp.13-20; 7. Frigioiu, C., 1997, On (s)-monotonic Increasing Functions with Increasing Gradient, Proceedings of The International Colloquy "The risk in contemporany economy", the fourth edition, 9-10 mai 1997- Galati, pag 63-66; 8. Frigioiu, C., 1995, Linear operators positively defined on a sensed space, Proceedings of The Third International Colloquy "The risk in contemporany economy", Galati 10-12 noiembrie, pp 47-48. 4 Articole publicate în buletine ale simpozioanelor nationale 1. Frigioiu, C., 2001, Proprietatile geometrice ale miscarii sistemelor mecanice, volumul sesiunii omagiale cu ocazia implinirii a 40 ani de invatamant superior la Bacau, pp. 61-70; 2. Frigioiu, C., 1993, Metoda dezvoltării asimptotice aplicată unei probleme ce guvernează oscilaţiile unei mase mici- Sesiunea de comunicări ştiinţifice a Universităţii Galaţi, publicată în Analele Universităţii din Galaţi, fasc. II, pag 109-113. 3 1. PARTICIPARI LA CONFERINTE SI MANIFESTARI STIINTIFICE A geometrical model of hyperinflation, Workshop on Mathematics, Computer Science and Applications, decembrie Galati 2012 A geometrical framework for the study of the nonholonomic mechanical systems, International Conference in Mathematics 2012, United Arab Emirates University, 11-14 March 2012, Al Ain, Emiratele Arabe Unite The Lagrangian Approach to the Dynamics of Nonholonomic Systems, Workshop on Mathematics, Computer Science and Applications, decembrie Galati 2011
Lagrangian geometrical model of the rheonomic mechanical systems, International Conference on Mathematical and Statistical Sciences, 25-27 ian.2011, World academy of Science, Engineering and Technology Geometric Aspects Of Nonholonomic Mechanical Systems, The 3 rd Serbian Congress on Theoretical and Applied Mechanics, Vlasina lake, Serbia, 5-8 July 2011 Nonholonomic Lagrangians of second order, Workshop Mathematics, Computer Sciences and Applications Galati 17-18 decembrie 2010 Ricci Solitons In F-Kenmotsu Manifolds, Workshop on Mathematics, Computer Science and Applications, Galati, november 2009 On the Geometrization of the Rheonomic Lagrangian Mechanical Systems, International Conference of Faculty of Sciences, Oradea, November 2009 On the Rheonomic Generalized Lagrange Spaces of Second Order, Workshop on Mathematics, Computer Science and Applications, november 2008 Mechanical systems and their attached Lagrange geometry, The Third International Conference on Mathematical Sciences- ICM 2008, 3-6 march 2008, AL AIN, Emiratele Arabe Unite; Rheonomic Riemannian Mechanical Systems, Riemannian Geometry and Applications-RIGA 2008, July 8-11, Brasov The Dynamical Systems of Rheonomic Finslerian Mechanical Systems, Workshop on Finsler geometry and its applications 28 may-june 2, Balatonfoldvar, Hungary, 2007. On the Geometrization of the Rheonomic Finslerian Mechanical Systems, Conference on Differential Geometry. Lagrange and Hamilton Spaces, Iaşi, septembrie 2007. The Dynamical Systems of Rheonomic Lagrangian Mechanical Systems, The 9-th International Conference of Tensor Society on Differential Geometry, Functional and Complex Analysis, Informatics and Their Applications, Sapporo, Japonia, septembrie 2006. On the Rheonomic Nonholonomic Lagrange Geometry, International Conference of Mathematics and Informatics ICMI45, Bacău, 18-20 septembrie, 2006. A new geometrization of second order rheonom Lagrange spaces, The 8-th International Conference of Tensor Society on Differential Geometry, Functional and Complex Analysis, Informatics and Their Applications, August 22-26, 2005, Varna, Bulgaria Lagrangian Geometrization in Mechanics, The 9-th Conference on Differential Geometry and its applications, Praga, Republica Cehia, 30.08-3.09. 2004. Non-holonomic mechanical systems - Seminarul de geometrie Finsler si Lagrange, octombrie 2004, Brasov Noether' s Laws of Conservation in Time Dependent Lagrange Spaces, 4 th International Conference of the Balcan Society of Geometers, Conference of Geometry and its Application in Technology, Thessalonoki, 25 june-30 june, Grecia, 2002. A new geometrization of time dependent Lagrangians, The Third Bolyia Gauss Lobachevsky International Conference, Tîrgu Mureş, 2002. Proprietăţi geometrice ale mişcării sistemelor mecanice, Sesiunea omagială cu ocazia împlinirii a 40 de ani de învăţământ superior la Bacău - 23-25 noiembrie 2001, Bacau Connections on Tangent Bundle of Higher Order Associated to Regular Lagrangians,The International Colloquy "The risk in contemporary economy", Galaţi, 2000 Budiansky method for a flutter problem. Theoretical results. - The 7- th Conference on Applied and Industrial Mathematics CAIM'99, Pitesti 15-17 octombrie (in colaborare cu Adelina Georgescu ) 4
Numerical integration of the ORR-SOMMERFELD equation using finite element method, The 6- th Conference on applied and Industrial Mathematics CAIM'98, Pitesti, 16-18 octombrie 1998 (in colaborare cu Liviu Bichir ) On (s)- Monotonic Increasing Functions with Increasing Gradient, The International Colloquy "The risk in contemporary economy" the fourth edition, 9-10 may Galaţi 1997 Asupra unei probleme de contact în elasticitatea liniară" -Sesiunea de comunicări ştiinţifice a Universităţii din Bacău, 3-4 noiembrie 1996 Linear operators positively defined on a sensed space, Proceedings of The Third International Colloquy "The risk in contemporany economy", Galati, 1995. E. PROIECTE DE CERCETARE-DEZVOLTARE PE BAZĂ DE CONTRACT a) Proiecte internaţionale Membru in echipa de cercetare COBIL, Project ROM 01/014 (2002-2004);Electrochemical and chemical investigations of the codeposition of small particles (SiC, CeO 2, Al 2 O 3, nanodiamonds) with copper, nickel, cobalt, zinc and gold matrices.director program din partea Universitãtii Dunãrea dejos Galati: Conf. Dr. Geta Cârâc, catedra de chimie, Facultatea de Stiinte. b)proiecte nationale Director grant CNCSIS PN II cod CNCSIS 29/ februarie 2008, Mechanical Systems And Their Associated Lagrange Geometries Membru in echipa de cercetare 1)Tema nr.2 din Anexa IA a contractului nr.33373/2004 si prelungit pentru 2005, cod CNCSI 585, incheiat intre MedC si Universitatea Al. I. Cuza Iasi, tema titlu: Structuri geometrice in fibrari diferentiale. Aplicatii., titular de contract: prof. Dr. Mihai Anastasiei, Univ. Al. I. Cuza, Iasi 2)Contract nr.355 /2004 cu SETCAR S.A. Brãila: Analize chimice la bãi galvanice provenite de la firmele MENAROM si SPIACT din Galati si AKER din Brãila, prelucrarea datelor 3) Impact nr. 589/2007: Applied Electrochemistry in Nanostructured Systems for the Study of Chemical and Biochemical Processes-ELESINAN, Director program Prof. Dr. Geta Cârâc, catedra de chimie, Facultatea de Stiinte, Universitatea Dunarea de Jos, Galati; 4) grantului CNCSIS nr. 680/2007-2008: Realizarea unei tehnologii de obtinere a unor acoperiri nanostructurate de tip bariera termica si de coroziune, director contract prof. dr. Constantin Gheorghies, catedra de Fizica a Facultatii de Stiinte, Universitatea Dunarea de Jos. 5
POS DRU Expert pe termen scurt 1. POS DRU /56/1.2/S/32768 Formarea cadrelor didactice universitare si a studenţilor în domeniul utilizării unor instrumente moderne de predare-învătare-evaluare pentru disciplinele matematice, în vederea creării de competenţe performante şi practice pentru piaţa muncii (2011-2012) 2. POS DRU ID 63761 Inalta calitate in formare profesionala (februarie-iunie 2012). 3. POS DRU /90/2.1/S/63742 "VIA-Vocatie, Interese, Autocunoastere si dezvoltare, drumul catre succesul profesional" (2012-2013) 3.03.2012 Camelia Frigioiu 6