Meetings & Conferences of The
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Doctor Honoris Causa
ROMÂNIA MINISTERUL EDUCAŢIEI ȘI CERCETĂRII ȘTIINȚIFICE UNIVERSITATEA AGORA DIN MUNICIPIUL ORADEA Doctor Honoris Causa DOMNULUI ACADEMICIAN SOLOMON MARCUS Doctor în matematică (1956) și Doctor docent (1968) Profesor emerit al Universității din București (1991) Membru corespondent al Academiei Române (1993) Membru titular al Academiei Române (2001) ORADEA 14 MAI 2015 15 ANI DE ÎNVĂȚĂMÂNT SUPERIOR ROMÂNESC PRIVAT LA ORADEA 2000-2015 2000-2015 RECTOR DECAN FONDATOR FONDATOR Mișu-Jan Manolescu Adriana Manolescu UNIVERSITATEA AGORA DIN ORADEA Facultatea de Științe Economice (FSE) Facultatea de Științe Juridice și Administratie (FSJA) Prof.univ.dr. Prof.univ.dr. Mișu-Jan Manolescu Adriana Manolescu Președinte CA-UAO Președinte Senat Prof.univ.dr. Conf.univ.dr. Prof.univ.dr. Ioan Dzițac Gabriela Bologa Elena Iancu Rector UAO Decan FSE Decan FSJA CONDUCEREA UNIVERSITĂȚII AGORA DIN ORADEA VĂ INVITĂ LA EVENIMENTELE ORGANIZATE CU OCAZIA ANIVERSĂRII A 15 ANI DE LA FONDAREA INSTITUȚIEI Expoziție de cărți și reviste & Standuri și demonstrații practice Simpozionul național ”Brainstorming în Agora Cercurilor Studențești” - BACStud2015 Ceremonie de acordare a titlului Doctor Honoris Causa domnului Acad. Solomon Marcus Festivitate de premiere a colaboratorilor & Momente muzicale cu Agora Artistic Group 14-16 MAI 2015 Universitatea Agora din Oradea, Piata Tineretului nr. 8, 410526 Oradea, jud. Bihor, Tel: +40 259 427 398, +40 259 472 513, Fax:+40 259 434 925, [email protected], [email protected], www.univagora.ro 2 DOCTOR HONORIS CAUSA AL UNIVERSITĂŢII -
CURRICULUM VITAE Florin Ambro
CURRICULUM VITAE Florin Ambro Institute of Mathematics“Simion Stoilow” Tel: (+40) 21-319-6506 P.O.BOX 1-764 Fax: (+40) 21-319-6505 RO-014700 Bucharest, Romania [email protected] Personal Born: April 2, 1972, Constanta, Romania Citizenship: Romanian Education 1995-1999 Johns Hopkins University, Baltimore USA Ph.D. May 1999; Advisor: Vyacheslav V. Shokurov M.A. May 1996 1990-1995 University of Bucharest, Romania B.A. summa cum laude July 1995 Employment 12/18- Scientific Researcher I Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 05/09-11/18 Scientific Researcher II Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 05/08-04/09 Scientific Researcher III Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 07/07-04/08 Scientific Researcher Institute of Mathematics ”Simion Stoilow” of the Romanian Academy 11/03-03/07 Twenty-First Century COE Kyoto Mathematics Fellow RIMS, University of Kyoto, Japan 02/02-10/03 Marie Curie Research Fellow University of Cambridge, UK 04/00-01/02 JSPS Research Fellow University of Tokyo, Japan 09/99-03/00 Visiting Assistant Professor University of California at Santa Barbara, USA 01/99-04/99 Substitute Teacher Bryn Mawr High School, Baltimore, USA 1 2 Awards, grants 2016 Simion Stoilow Prize of the Romanian Academy 2011-2014 CNCSIS Research Grant no. PN-II-RU-TE-2011-3-0097 2007-2008 Partially supported by Grant CEx05-D11/04.10.05 2005-2007 JSPS Research Grant no. 17740011 2002-2003 Marie Curie Research Fellowship 2000-2002 JSPS Research Fellowship 1998-1999 Partially supported by NSF Grant DMS-9800807 1995-1999 Graduate Student Fellowship of Johns Hopkins University 1990-1995 Undergraduate Scholarship of University of Bucharest 1989 1st prize, “Spiru Haret”Mathematical Contest, Buzau˘ 1989 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Ramnicuˆ Valceaˆ 1988 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Craiova 1985 2nd prize, “Gheorghe T¸it¸eica” Mathematical Contest, Craiova 1985 2nd prize, National Mathematical Olympiad, Tulcea Research Interests Algebraic Geometry. -
Front Matter
Cambridge University Press 978-1-107-64755-8 - London Mathematical Society Lecture Note Series: 417: Recent Advances in Algebraic Geometry: A Volume in Honor of Rob Lazarsfeld’s 60th Birthday Edited by Christopher D. Hacon, Mircea Mustata¸˘ and Mihnea Popa Frontmatter More information LONDON MATHEMATICAL SOCIETY LECTURE NOTE SERIES Managing Editor: Professor M. Reid, Mathematics Institute, University of Warwick, Coventry CV4 7AL, United Kingdom The titles below are available from booksellers, or from Cambridge University Press at http://www.cambridge.org/mathematics 287 Topics on Riemann surfaces and Fuchsian groups, E. BUJALANCE, A.F. COSTA & E. MARTÍNEZ (eds) 288 Surveys in combinatorics, 2001, J.W.P. HIRSCHFELD (ed) 289 Aspects of Sobolev-type inequalities, L. SALOFF-COSTE 290 Quantum groups and Lie theory, A. PRESSLEY (ed) 291 Tits buildings and the model theory of groups, K. TENT (ed) 292 A quantum groups primer, S. MAJID 293 Second order partial differential equations in Hilbert spaces, G. DA PRATO & J. ZABCZYK 294 Introduction to operator space theory, G. PISIER 295 Geometry and integrability, L. MASON & Y. NUTKU (eds) 296 Lectures on invariant theory, I. DOLGACHEV 297 The homotopy category of simply connected 4-manifolds, H.-J. BAUES 298 Higher operads, higher categories, T. LEINSTER (ed) 299 Kleinian groups and hyperbolic 3-manifolds, Y. KOMORI, V. MARKOVIC & C. SERIES (eds) 300 Introduction to Möbius differential geometry, U. HERTRICH-JEROMIN 301 Stable modules and the D(2)-problem, F.E.A. JOHNSON 302 Discrete and continuous nonlinear Schrödinger systems, M.J. ABLOWITZ, B. PRINARI & A.D. TRUBATCH 303 Number theory and algebraic geometry, M. -
Dynamics, Equations and Applications Book of Abstracts Session
DYNAMICS, EQUATIONS AND APPLICATIONS BOOK OF ABSTRACTS SESSION D21 AGH University of Science and Technology Kraków, Poland 1620 September 2019 2 Dynamics, Equations and Applications CONTENTS Plenary lectures 7 Artur Avila, GENERIC CONSERVATIVE DYNAMICS . .7 Alessio Figalli, ON THE REGULARITY OF STABLE SOLUTIONS TO SEMI- LINEAR ELLIPTIC PDES . .7 Martin Hairer, RANDOM LOOPS . .8 Stanislav Smirnov, 2D PERCOLATION REVISITED . .8 Shing-Tung Yau, STABILITY AND NONLINEAR PDES IN MIRROR SYMMETRY8 Maciej Zworski, FROM CLASSICAL TO QUANTUM AND BACK . .9 Public lecture 11 Alessio Figalli, FROM OPTIMAL TRANSPORT TO SOAP BUBBLES AND CLOUDS: A PERSONAL JOURNEY . 11 Invited talks of part D2 13 Stefano Bianchini, DIFFERENTIABILITY OF THE FLOW FOR BV VECTOR FIELDS . 13 Yoshikazu Giga, ON THE LARGE TIME BEHAVIOR OF SOLUTIONS TO BIRTH AND SPREAD TYPE EQUATIONS . 14 David Jerison, THE TWO HYPERPLANE CONJECTURE . 14 3 4 Dynamics, Equations and Applications Sergiu Klainerman, ON THE NONLINEAR STABILITY OF BLACK HOLES . 15 Aleksandr Logunov, ZERO SETS OF LAPLACE EIGENFUCNTIONS . 16 Felix Otto, EFFECTIVE BEHAVIOR OF RANDOM MEDIA . 17 Endre Süli, IMPLICITLY CONSTITUTED FLUID FLOW MODELS: ANALYSIS AND APPROXIMATION . 17 András Vasy, GLOBAL ANALYSIS VIA MICROLOCAL TOOLS: FREDHOLM THEORY IN NON-ELLIPTIC SETTINGS . 19 Luis Vega, THE VORTEX FILAMENT EQUATION, THE TALBOT EFFECT, AND NON-CIRCULAR JETS . 20 Enrique Zuazua, POPULATION DYNAMICS AND CONTROL . 20 Talks of session D21 23 Giovanni Bellettini, ON THE RELAXED AREA OF THE GRAPH OF NONS- MOOTH MAPS FROM THE PLANE TO THE PLANE . 23 Sun-Sig Byun, GLOBAL GRADIENT ESTIMATES FOR NONLINEAR ELLIP- TIC PROBLEMS WITH NONSTANDARD GROWTH . 24 Juan Calvo, A BRIEF PERSPECTIVE ON TEMPERED DIFFUSION EQUATIONS 25 Giacomo Canevari, THE SET OF TOPOLOGICAL SINGULARITIES OF VECTOR- VALUED MAPS . -
Mathematics People, Volume 52, Number 6
Mathematics People Fourier-Mukai transform. He is also working on under- 2005–2006 AMS Centennial standing the structure of cones of divisors on smooth Fellowships Awarded projective varieties by analyzing asymptotic invariants as- sociated to base loci of linear series. He plans to use his The AMS has awarded two Centennial Fellowships for Centennial Fellowship at the University of Michigan and 2005–2006. The recipients are YUAN-PIN LEE of the Univer- the University of Rome, as well as at the University of sity of Utah and MIHNEA POPA of Harvard University. The Chicago. amount of each fellowship is $62,000. The Centennial Please note: Information about the competition for the 2006–2007 AMS Centennial Fellowships will be published in the “Mathematics Opportunities” section of an upcom- ing issue of the Notices. —Allyn Jackson Cerf and Kahn Receive Turing Award The Association for Computing Machinery (ACM) has named VINTON G. CERF and ROBERT E. KAHN the winners of the 2004 A. M. Turing Award, considered the “Nobel Prize of Computing”, for pioneering work on the design and Yuan-Pin Lee Mihnea Popa implementation of the Internet’s basic communications protocols. Cerf is the senior vice president for technology Fellows also receive an expense allowance of $3,000 and strategy at MCI. Kahn is chairman, chief executive officer, a complimentary Society membership for one year. and president of the Corporation for National Research Initiatives (CNRI), a not-for-profit organization for research Yuan-Pin Lee in the public interest on strategic development of Yuan-Pin Lee received his Ph.D. in 1999 from the University network-based information technologies. -
Research Notices
AMERICAN MATHEMATICAL SOCIETY Research in Collegiate Mathematics Education. V Annie Selden, Tennessee Technological University, Cookeville, Ed Dubinsky, Kent State University, OH, Guershon Hare I, University of California San Diego, La jolla, and Fernando Hitt, C/NVESTAV, Mexico, Editors This volume presents state-of-the-art research on understanding, teaching, and learning mathematics at the post-secondary level. The articles are peer-reviewed for two major features: (I) advancing our understanding of collegiate mathematics education, and (2) readability by a wide audience of practicing mathematicians interested in issues affecting their students. This is not a collection of scholarly arcana, but a compilation of useful and informative research regarding how students think about and learn mathematics. This series is published in cooperation with the Mathematical Association of America. CBMS Issues in Mathematics Education, Volume 12; 2003; 206 pages; Softcover; ISBN 0-8218-3302-2; List $49;AII individuals $39; Order code CBMATH/12N044 MATHEMATICS EDUCATION Also of interest .. RESEARCH: AGul<lelbrthe Mathematics Education Research: Hothomatldan- A Guide for the Research Mathematician --lllll'tj.M...,.a.,-- Curtis McKnight, Andy Magid, and -- Teri J. Murphy, University of Oklahoma, Norman, and Michelynn McKnight, Norman, OK 2000; I 06 pages; Softcover; ISBN 0-8218-20 16-8; List $20;AII AMS members $16; Order code MERN044 Teaching Mathematics in Colleges and Universities: Case Studies for Today's Classroom Graduate Student Edition Faculty -
Mediocritate Si Excelenta
Petre T. Frangopol Mediocritate şi excelenţă De acelaşi autor: Mediocritate şi Excelenţă – o radiografie a ştiinţei şi a învăţământului din România Vol. 1, Editura Albatros, Bucureşti 2002, 338 pagini Vol. 2, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2005, 288 pagini Vol. 3, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2008, 367 pagini Vol. 4, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2011, 248 pagini Vol. 5, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2014, 303 pagini Vol. 6, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2016, 310 pagini Elite ale Cercetătorilor din România – Matematică, Fizică Chimie, Casa Cărţii de Ştiinţă, Cluj-Napoca 2004, 142 pagini Editor al Seriei Current Topics in Biophysics, în limba engleză, publicate de Iaşi University Press, Iaşi (vol. 2 – 6) Vol. 1 – 1992, 180 pag., Editura Edimpex- Speranţa, Bucureşti; Vol. 2 - 1993, 244 pag.; Vol. 3 - 1995, 311 pag.; Vol. 4 - 1995; 167 pag. Vol. 5 - 1996, 326 pag.; Vol. 6 – 1997, 316 pag. Editor (cu Vasile V. Morariu) al Seriei Seminars in Biophysics, în limba engleză, publicate de Central Institute of Physics Press şi Institute of Atomic Physics Press, Măgurele- Bucureşti Vol. 2 - 1985, 242 pag.; Vol. 3 - 1986, 232 pag.; vol. 4 - 1987, 194 pag.; Vol. 5 - 1988,183 pag.; Vol. 6- 1990, 194 pag. Editor (cu Vasile V. Morariu): Archaeometry in Romania, Vol. 1, Proceedings of the First Romanian Conference on the Application of Physics Methods in Archaeology, Cluj-Napoca, November 5-6, 1987, Central Institute of Physics Press, Măgurele-Bucureşti, 1988, 164 pag. Archaeometry in Romania, , Vol. 2, Proceedings of the 2nd Conference of Archaeometry in Romania,Cluj-Napoca, February 17-18, 1989, Institute of Atomic Physics Press, Măgurele-Bucureşti, 1990, 189 pag. -
Algebraic Geometry Is One of the Most Diverse Fields of Research In
Excerpt Index Cambridge University Press 978-1-107-45946-5- Current Developments in Algebraic Geometry Edited by Lucia Caporaso, James McKernan, Mircea Mustață and Mihnea Popa Frontmatter More information Algebraic geometry is one of the most diverse fields of research in mathematics. It has had an incredible evolution over the past century, with new subfields constantly branching off and spectacular progress in certain directions and, at the same time, with many fundamental unsolved problems still to be tackled. In the spring of 2009 the first main workshop of the MSRI algebraic ge- ometry program served as an introductory panorama of current progress in the field, addressed to both beginners and experts. This volume reflects that spirit, offering expository overviews of the state of the art in many areas of algebraic geometry. Prerequisites are kept to a minimum, making the book accessible to a broad range of mathematicians. Many chapters present approaches to long-standing open problems by means of modern techniques currently under development and contain questions and conjectures to help spur future research. © in this web service Cambridge University Press www.cambridge.org Excerpt Index Cambridge University Press 978-1-107-45946-5- Current Developments in Algebraic Geometry Edited by Lucia Caporaso, James McKernan, Mircea Mustață and Mihnea Popa Frontmatter More information © in this web service Cambridge University Press www.cambridge.org Excerpt Index Cambridge University Press 978-1-107-45946-5- Current Developments in Algebraic Geometry -
Black Hole Formation and Stability: a Mathematical Investigation
BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY Volume 55, Number 1, January 2018, Pages 1–30 http://dx.doi.org/10.1090/bull/1592 Article electronically published on September 25, 2017 BLACK HOLE FORMATION AND STABILITY: A MATHEMATICAL INVESTIGATION LYDIA BIERI Abstract. The dynamics of the Einstein equations feature the formation of black holes. These are related to the presence of trapped surfaces in the spacetime manifold. The mathematical study of these phenomena has gained momentum since D. Christodoulou’s breakthrough result proving that, in the regime of pure general relativity, trapped surfaces form through the focusing of gravitational waves. (The latter were observed for the first time in 2015 by Advanced LIGO.) The proof combines new ideas from geometric analysis and nonlinear partial differential equations, and it introduces new methods to solve large data problems. These methods have many applications beyond general relativity. D. Christodoulou’s result was generalized by S. Klainerman and I. Rodnianski, and more recently by these authors and J. Luk. Here, we investigate the dynamics of the Einstein equations, focusing on these works. Finally, we address the question of stability of black holes and what has been known so far, involving recent works of many contributors. Contents 1. Introduction 1 2. Mathematical general relativity 3 3. Gravitational radiation 12 4. The formation of closed trapped surfaces 14 5. Stability of black holes 25 6. Cosmic censorship 26 Acknowledgments 27 About the author 27 References 27 1. Introduction The Einstein equations exhibit singularities that are hidden behind event hori- zons of black holes. A black hole is a region of spacetime that cannot be ob- served from infinity. -
Arxiv:1807.02375V2 [Math.AG]
D-MODULES IN BIRATIONAL GEOMETRY MIHNEA POPA Abstract. It is well known that numerical quantities arising from the theory of D-modules are related to invariants of singularities in birational geometry. This paper surveys a deeper relationship between the two areas, where the numerical connections are enhanced to sheaf theoretic constructions facilitated by the theory of mixed Hodge modules. The emphasis is placed on the recent theory of Hodge ideals. 1. Introduction. Ad hoc arguments based on differentiating rational functions or sections of line bundles abound in complex and birational geometry. To pick just a couple of examples, topics where such arguments have made a deep impact are the study of adjoint linear series on smooth projective varieties, see for instance Demailly’s work on effective very ampleness [Dem93] and its more algebraic incarnation in [ELN96], and the study of hyperbolicity, see for instance Siu’s survey [Siu04] and the references therein. A systematic approach, as well as an enlargement of the class of objects to which differ- entiation techniques apply, is provided by the theory of D-modules, which has however only recently begun to have a stronger impact in birational geometry. The new developments are mainly due to a better understanding of Morihiko Saito’s theory of mixed Hodge modules [Sai88], [Sai90], and hence to deeper connections with Hodge theory and coherent sheaf theory. Placing problems in this context automatically brings in important tools such as vanishing theorems, perverse sheaves, or the V -filtration, in a unified way. Connections between invariants arising from log resolutions of singularities and invariants arising from the theory of D-modules go back a while however. -
From Stoilow Seminar on Complex Analysis to the Seminar on Potential Theory ∗
FROM STOILOW SEMINAR ON COMPLEX ANALYSIS TO THE SEMINAR ON POTENTIAL THEORY ∗ CABIRIA ANDREIAN CAZACU I have the privilege to know Professor Nicu Boboc for a half century and to have been a witness of all his brilliant scientific and didactic achievements. For a few weeks during the autumn of 1953, I was the teaching assis- tant for the course of Professor Simion Stoilow, Theory of functions of one complex variable, to an exceptional group of students, who later on strongly distinguished themselves by their work in the international mathematics life. The young Nicu Boboc was one of those enthusiastic and passionate students, together with Aurel Cornea, Ciprian Foia¸s,George Gussi, Drago¸sLazˇar,Paul Mustat¸ˇa,Valentin Poenaru, Nicolae Radu, Marius Stoka, Kostake Teleman, Samuel Zaidman and others. They tumultuously engaged in discussions, bring- ing up ideas and proposing solutions. Surely, I have got to know him better in the following years, at the special courses of our Professor Stoilow, and after defending his diploma thesis in 1955. To highlight that, he published his first 3 papers as an undergraduate student: L'unicit´edu probl`emede Dirichlet pur des ´equationsde type elliptique with his colleague S. Zaidman (1954), Un exemple de fonction continue de Darboux (1954), and Sur un th´eor`emede type Sturm et applications au probl`emede la s´eparation des z´eros des fonctions propres de l'op´erateur ∆ (1955). Immediately after graduation, he was retained at Professor's Stoilow Chair as teaching assistant (1955), assistant (1957), lecturer (1959), associate professor (1969), professor (1973), so that we worked 48 years in the same Analysis Department of the Faculty of Mathematics, University of Bucharest. -
DERIVATIVE COMPLEX, BGG CORRESPONDENCE, and NUMERICAL INEQUALITIES 3 Are Surjective, I.E
DERIVATIVE COMPLEX, BGG CORRESPONDENCE, AND NUMERICAL INEQUALITIES FOR COMPACT KAHLER¨ MANIFOLDS ROBERT LAZARSFELD AND MIHNEA POPA Introduction Given an irregular compact K¨ahler manifold X, one can form the derivative complex of X, which governs the deformation theory of the groups Hi(X, α) as α varies over Pic0(X). Together with its variants, it plays a central role in a body of work involving generic vanishing theorems. The purpose of this paper is to present two new applications of this complex. First, we show that it fits neatly into the setting of the so-called Bernstein-Gel’fand-Gel’fand (BGG) correspondence between modules over an exterior algebra and linear complexes over a symmetric algebra (cf. [BGG], [EFS], [Eis], [Co]). What comes out here is that some natural cohomology modules associated to X have a surprisingly simple algebraic structure, and that conversely one can read off from these modules some basic geometric invariants associated to the Albanese mapping of X. Secondly, under an additional hypothesis, the derivative complex determines a vector bundle on the projectivized tangent space to Pic0(X) at the origin. We show that this bundle, which encodes the infinitesimal behavior of the Hilbert scheme of paracanonical divisors along the canonical linear series, can be used to generate inequalities among numerical invariants of X. Turning to details, we start by introducing the main homological players in our story. 1 Let X be a compact K¨ahler manifold of dimension d, with H (X, X ) = 0, and let P = 1 O 6 1 Psub H (X, X ) be the projective space of one-dimensional subspaces of H (X, X ).