LICENTA: Facultatea de Matematica, Universitatea Bucuresti, 1992 ...

UNlVERSITATEA TEHNICA DE CONSTRUCTII BUCURESTI SELECTAREA SI PROMOVAREA PERSONALULUI DIDACTIC

Anexa 1.

CURRICULUM VITAE

MIHAI ADELA-GABRIELA UNIVERSITATEA DIN BUCURESTI FACULTATEA DE MATEMATICA SI INFORMATICA

1. DATA ŞI LOCUL NAŞTERII : 12.04.1974, COZIENI (jud. BUZAU). STUDII, SPECIALIZĂRI ŞI TITLURI: LICENTA: Facultatea de Matematica, Universitatea Bucuresti, 1992-1997;

Media anilor de studii: 8,18 Nota la Examenul de Licenta: 9,33 Lucrare de Licenta: Obiecte geometrice invariante pe grupuri Lie Nota la Examenul de Diploma: 10 Media Examenului de Licenta: 9,66 MASTER: Facultatea de Matematica, Universitatea Bucuresti, 1997-1998;

Media anului de studiu: 9,25 Lucrare de Disertatie: Inegalitati B.Y. Chen pentru subvarietati in

forme spatiale complexe. Nota la Examenul de Disertatie: 10 Media Studii Master: 9,62 DOCTORAT: Universitatea "Al. I. Cuza" Iasi, 1998-2001;

Teza: Geometry of Submanifolds in Complex Manifolds; Conducator stiintific: Acad. Prof. Dr. Doc. Radu Miron.

LIMBI STRAINE: Engleza (foarte bine), Franceza (bine), Rusa, Japoneza (nivel de conversatie) 2. FUNCŢII DIDACTICE/PROFESIONALE ŞI LOCURI DE MUNCĂ Februarie 2002 – prezent: asistent univ. dr. , Universitatea din Bucuresti, Facultatea de Matematica si Informatica 3. ACTIVITATEA PROFESIONALĂ Activitatea didactică: Predare curs si seminar la disciplinele :

Geometrie Analitica, anul I, Colegiul de Informatica, Universitatea din Bucuresti; Matematica in Economie, anul I, Facultatea de Administratie si Afaceri, Universitatea din Bucuresti; Algebra Liniara si Geometrie Analitica, anul I, Universitatea Tehnica de Constructii Bucuresti. Predare seminar la disciplinele:      Geometrie, anul I; Geometrie, anul II; Fundamentele Geometriei, anul V, Capitole Speciale

de Geometrie Diferentiala, Master II; Teoria Relativitatii, Master II; Teoria Subvarietatilor in Varietati Complexe, SO IV, V; Teoria Curbelor si Suprafetelor din Punct de Vedere Modern, SO IV, V; Fizica Matematica, Master I; Geometrie Computationala, anul II; Geometrie Riemanniana, Master Bologna; Facultatea de Matematica si Informatica, Universitatea din Bucuresti. Activitatea tehnică : Proiecte de cercetare-dezvoltare conduse ca director de proiect si granturile obtinute :

Grant CEEX-ET 2968 / 2005: Probleme Recente in Teoria Subvarietatilor, 60000 lei. Am publicat monografia Modern Topics in Submanifold Theory, Ed. Universitatii Bucuresti, 2005 si articolele ce au stat la baza acesteia. Activitatea ştiinţifică : cercetare ştiinţifică Contribuţii de valoare deosebită la dezvoltarea ştiinţifică a specialităţii (pe baza listei formate din cele 10 articole reprezentative)

1. Geometria subvarietatilor pur reale in forme spatiale complexe i) Imbunatatirea primei inegalitati Chen pentru subvarietati pur reale in forme spatiale complexe. Minimalitatea subvarietatilor oblice Kaehler ideale in sensul primei inegalitati Chen imbunatatite [1] ii) Estimarea optima a curburii scalare pentru subvarietati pur reale in forme spatiale complexe [1] iii) Clasificarea suprafetelor pur reale ideale in forme spatiale complexe non-plate [2] iv) Studiul suprafetelor pur reale cu functia Wirtinger armonica [3] 2. Geometrie de contact complexa [4] i) Studii de simetrie in geometria de contact complexa. ii) Proprietati de omogenitate si local simetrie ale spatiilor (k,\mu )-complexe. 3. Inegalitati Chen pentru subvarietati in forme spatiale reale, complexe, respectiv Sasaki inzestrate cu conexiune metrica (non-metrica) semi-simetrica [5] 4. Rezolvarea conjecturii DDVV pentru subvarietati lagrangeene 3-dimensionale [6] 5. Campuri vectoriale distinse pe varietati Riemanniene [7] Introducerea campurilor vectoriale gradient biconcirculare, existenta acestora, exemple, o teorema de descompunere a varietatilor Riemanniene inzestrate cu astfel de campuri vectoriale. 6. Descoperirea unei clase de spatii-timp Einstein de tip hiperbolic. Foliatii de tip spatial pe aceste spatii-timp. Transformari infinitezimale pe spatii-timp Einstein [8] 7. Studiul subvarietatilor produs warped in spatii cu curbura sectionala olomorfa constanta [9]. Estimarea curburii medii in functie de functia warping. Caracterizarea cazului de egalitate al inegalitatii precedente, exemple si obstructii. 8. Studiul operatorului Weingarten A_H al unei subvarietati oblice intr-o forma spatiala complexa generalizata [10]: inegalitati optime si caracterizarea cazului de egalitate. Relatii intre k-curbura Ricci si operatorul Weingarten A_H al unei subvarietati oblice intr-o forma spatiala complexa generalizata. Aplicatii.

4. ACTIVITATEA DE ELABORARE ŞI PUBLICARE LUCRĂRI Lucrări cu caracter didactic:

1. Culegere de Probleme de Geometrie Diferentiala (in colaborare cu I. Mihai, D. Cioroboiu), Ed. Univ. Bucuresti, 1999; 2. Matematica XI (in colaborare), Ed. Did. Ped. Bucuresti, 2006; 3. Matematica XII (in colaborare), Ed. Did. Ped. Bucuresti, 2007.

Lucrări ştiinţifice: Teza de doctorat: Geometry of Submanifolds in Complex Manifolds Carti (monografii, tratate): 1. Modern Topics in Submanifold Theory, 2. Editor (in colaborare cu I. Mihai si

Ed. Universitatii Bucuresti, 2005; R. Miron): Topics in Differential

Geometry, Ed. Academiei Romane, 2008. Articole: I. Articole ISI in ultimii 5 ani: 1. Some properties of biconcircular gradient vector fields, Proc. Estonian Acad. Sciences 58 (3) (2009), 162-169 2. Geometric inequalities for purely real submanifolds in complex space forms, Results Math. 55(2009), 457-468 3. Purely real surfaces in non-flat complex space forms satisfying a basic equality (cu B.-Y. Chen si I. Mihai), Results Math. 56(2009), 453-472 4. On purely real surfaces with harmonic Wirtinger function in complex space forms (cu B. Y. Chen), Kyushu Math. Journal 64 (2010), 153-168 5. Chen inequalities for submanifolds of real space forms with a semi-symmetric metric connection (cu C. Ozgur), Taiwanese J. Math. 14 (2010), 1465-1477 6. Chen inequalities for submanifolds of real space forms with a semi-symmetric non-metric connection (cu C. Ozgur), Canadian Math. Bull., DOI: 10.4153/CMB-2011-108-1 7. Homogeneity and local symmetry of complex (k,µ)-spaces (cu D. E. Blair), Israel J. Math. DOI 10.1007/s11856-011-0089-2 8. Chen inequalities for submanifolds of complex space forms and Sasakian space forms endowed with semi-symmetric metric connections (cu C. Ozgur), Rocky Mountain Journal Math., va apare (e-mail de confirmare atasat) 9. Symmetry in complex contact geometry (cu D. E. Blair), Rocky Mountain Journal Math., va apare (e-mail de confirmare atasat) 10. An improved Chen-Ricci inequality for Kaehlerian slant submanifolds in complex space forms (cu Ioana N. Radulescu), Taiwanese J. Math., va apare (e-mail de confirmare atasat)

II. Alte articole ISI: 1. On cosymplectic quasi-Sasakian manifold with quasi-Reeb vector field (cu I. Mihai si R. Rosca), Publicationes Math. Debrecen 57 (2000), 475-485 2. On phi-skew symmetric conformal vector fields (cu D. Naitza), Publicationes Math. Debrecen 59 (2001), 379-387 3. On a class of Einstein space-time manifolds (cu R. Rosca), Publ. Math. Debrecen 67 (2005), 471-780 III. Articole in reviste CNCSIS B sau B+: 1. Structured manifolds admitting distinguished vector fields. Works of Prof. Radu Rosca, Proc. RIGA 2007, Bull. Transilvania Univ. Brasov, 14 (49) 2007, 145-154 2. Chen-like Inequalities for purely real submanifolds, Proc. RIGA 2008, Bull. Transilvania Univ. Brasov 1 (50) 2008, 233-240 IV. Articole in BDI necotate ISI: 1. B.Y. Chen inequalities for slant submanifolds in complex space forms (cu I. Mihai), Demonstratio Math. 32 (1999), 835-846 2. Lorentzian Kenmotsu manifolds having two skew symmetric conformal vector fields (cu I. Mihai si R. Rosca), Bull. Math. Soc. Sci. Math. Roumanie 42 (1999), 237-251 3. Shape operator for slant submanifolds in complex space forms (cu K. Matsumoto si I. Mihai), Bull. Yamagata Univ. 14 (2000), 169-177 4. On exterior concurrent vector field pairing, An. St. Univ. "Al.I. Cuza" Iasi 46 (2000), 301306 5. On f-Kenmotsu manifolds of order 2 (cu K. Buchner, D. Cioroboiu si R. Rosca), Stud. Cerc. St. Univ. Bacau, Proc. 11-th Nat. Conf. Finsler, Lagrange, Hamilton Geom., Feb. 2000, Sect. Mat. 10 (2000), 53-73 6. Ricci curvature of totally real submanifolds in locally conformal Kaehler space forms, An. Univ. Bucuresti 49 (2000), 69-76 7. Ricci curvature of submanifolds in complex space forms (cu K. Matsumoto si I. Mihai), Rev. Roum. Math. Pures Appl. 46 (2001), 775-782 8. On a class of even dimensional manifolds structured by an affine connection (cu I. Mihai si R. Rosca), Internat. J. Math. Math. Sci. 24 (2001), 681-686 9. Certain Chen-like inequalities for slant submanifolds in generalized complex space forms, Tensor N.S. 63 (2002), 101-112

10. Riemannian manifolds carrying a pair of skew symmetric Killing vector fields (cu K. Matsumoto si R. Rosca), An. Univ. "Al.I. Cuza" Iasi 49 (2003), 137-146 11. B.Y. Chen inequalities for slant submanifolds in Sasakian space forms (cu D. Cioroboiu), Rend. Circ. Sem. Mat. Palermo (2) 52 (2003), 367-381 12. Submanifolds of even-dimensional manifolds structured by a T-parallel connection (cu K. Matsumoto si D. Naitza), Lobachevskii J. Math. 13 (2003), 81-85 13. Shape operator A_H for slant submanifolds in generalized complex space forms, Turk. J. Math. 27 (2003), 509-523 14. Locally conformal almost cosymplectic manifolds endowed with a skew symmetric Killing vector field (cu K. Matsumoto si D. Naitza), Bull. Yamagata Univ. 15 (2004), 105-111 15. Riemannian manifolds carrying a pair of skew symmetric conformal vector fields (cu R. Rosca), Rend. Circ. Mat. Palermo 53 (2004), 93-102 16. B.Y. Chen inequalities for slant submanifolds in generalized complex space forms, Radovi Math. 12 (2) (2004), 215-231 17. Skew-symmetric vector field on a CR-submanifold of a para-Kaehlerian manifold (cu R. Rosca), Internat. J. Math. Math. Sci. 2004, 10 (2004), 535-540 18. Warped product submanifolds in complex space forms, Acta. Sci. Math. Szeged 70 (2004), 419-427 19. Some properties of a closed concircular almost contact manifold (cu I. Hirica), BJGA (2004), No.2, 25-35 20. An inequality for totally real surfaces in complex space forms, Kragujevac J. Math. 26 (2004), 83-88 21. Warped product submanifolds in generalized complex space forms, Acta Math. Acad. Paedagog. Nyhazi 21 (2005), 79-87 22. Warped product submanifolds in quaternionic space forms, Rev. Roum. Math. Pures Appl. 50 (2005), 283-291 23. On vertical skew-symmetric almost contact 3 -structure (cu R. Rosca), J. Geometry 82 (2005), 146-155 24. Warped product submanifolds in quaternionic space forms, Acta Univ. Apulensis Math. Inform. 10 (2005), 31-38 25. The symmetry blueprints of the molecular edifices (cu F. Cimpoesu, M. Ferbinteanu si I. Humelnicu), Symmetry: Culture and Science 19 (4) (2008), 225-432

Publicatii in extenso, la conferinte de specialitate : 1. Scalar normal curvature of Lagrangian 3-dimensional submanifolds in complex space forms, Proc. PADGE 2007, Brussels, Eds.: F. Dillen, L. Verstraelen, Shaker Verlag, 2007, pp. 171-177 2. Inequalities for certain submanifolds in complex space forms, Proc. 10-th Int. Symposium Classical Analysis, 49-61, Kazimierz Dolny (Polonia), 1999 3. Distinguished vector fields on a deformation algebra and applications (cu L. Nicolescu), Proc. Conf. in honor of Professor Radu Rosca (1999), PADGE 3, KU Brussel, KU Leuven 4. An estimate of scalar curvatures for certain submanifolds in complex space forms, Proc. Conf. in honor of Professor Radu Rosca (1999), PADGE 3, KU Brussel, KU Leuven 5. Certain Chen-like inequalities for slant submanifolds in generalized complex space forms, Proc. of the 37-th Symposium on Finsler Geometry, Tsukuba, Japan, 5 - 7 Aug. 2002, 50-53 6. Certain obstructions to slant immersions in complex space forms, Proc. 4-th Int. Workshop Diff. Geometry Appl. Brasov (1999), 203-209 5. ALTE INFORMATII i) Referent la reviste cotate ISI : Indian Journal of Pure and Applied Mathematics, 2 articole; Central European Journal of Mathematics, 1 articol; Bulletin of the Malaysian Mathematical Society, 2 articole; Annales Polonici Mathematici, 2 articole; Hacettepe Journal of Mathematics and Statistics, 1 articol ii) Organizator al Conferintelor Internationale : Riemannian Geometry and Applications RIGA 2007, Brasov, 21-25 iunie 2007. Riemannian Geometry and Applications RIGA 2008, Brasov, 8-11 iulie 2008. Riemannian Geometry and Applications RIGA 2011, Bucuresti, 10-14 mai 2011. iii) Burse de cercetare cu o durata mai mare de 3 luni: Universitatea Yamagata, Japonia, iunie-septembrie 1999 (3 luni) ; Bursa postdoctorala JSPS (Japan Society for the Promotion of Sciences), Universitatea Yamagata, Japonia, iunie 2002 – mai 2004 (2 ani) ; Senior FULBRIGHT Award 2008-2009, Michigan State University, iunie-octombrie 2009 (4 luni).