Lasers, Optics & Photonics Workshop
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Denys I. Bondar
Updated on July 15, 2020 Denys I. Bondar Assistant Professor, Department of Physics and Engineering Physics, Tulane University, 2001 Percival Stern Hall, New Orleans, Louisiana, USA 70118 office: 4031 Percival Stern Hall e-mail: [email protected] phone: +1 (504) 862 8701 web: Google Scholar, Research Gate, ORCiD Education Ph. D. in Physics 01/2007{12/2010 Department of Physics and Astronomy, • University of Waterloo, Waterloo, Ontario, Canada Ph. D. thesis [arXiv:1012.5334]: supervisor: Misha Yu. Ivanov; co-supervisor: Wing-Ki Liu M. Sc. and B. Sc. in Physics with Honors 09/2001{06/2006 • Uzhgorod National University, Uzhgorod, Ukraine B. Sc. in Computer Science 09/2001{06/2006 • Transcarpathian State University, Uzhgorod, Ukraine Awards, Grants, and Scholarships Young Faculty Award DARPA 2019{2021 Army Research Office (ARO) grant W911NF-19-1-0377 2019{2021 Defense University Research Instrumentation Program (DURIP) 2018 Humboldt Research Fellowship for Experienced Researchers 2017-2020 Air Force Young Investigator Research Program 2016-2019 Los Alamos Director's Fellowship (declined) 2013 President's Graduate Scholarship (University of Waterloo) 2010 Ontario Graduate Scholarship 2010 International Doctoral Student Awards (University of Waterloo) 2007-2010 Award of Recognition at the All-Ukrainian Contest of Students' Scientific Works 2006 Current Research Interests • Quantum technology • Optics including quantum, ultrafast, nonlinear, and incoherent • Optical communication and sensing • Nonequilibrium quantum statistical mechanics 1 • Many-body -
Scientific Report for 2005 ESI the Erwin Schrödinger International
The Erwin Schr¨odinger International Boltzmanngasse 9/2 ESI Institute for Mathematical Physics A-1090 Vienna, Austria Scientific Report for 2005 Contents Preface 3 General remarks . 5 Scientific Reports 7 Main Research Programs . 7 Open Quantum Systems . 7 Modern Methods of Time-Frequency Analysis . 9 Geometric Methods in Analysis and Probability . 12 Complex Analysis, Operator Theory and Application to Mathematical Physics . 17 Geometry of Pseudo-Riemannian Manifolds with Application to Physics . 20 Workshops organized outside the main programs . 24 Winter school in geometry and physics . 24 Singularity Formation in Non-linear Evolution Equations . 24 Vertex Algebras and Related Topics . 25 The Interaction of Mathematics and Physics at the Turn of the Twentieth Century . 26 Geometric Aspects of Spectral Theory . 27 String Theory in Curved backgrounds and Boundary Conformal Field Theory . 29 Frontiers in Astroparticle Physics . 30 Bose-Einstein Condensation and Quantum Information . 31 Junior Research Fellows Program . 33 Senior Research Fellows Program . 35 Werner Ballmann: K¨ahlerGeometry . 35 Jan Derezinski: Operator Algebras and their Applications in Physics . 35 Anatoly Vershik: Representation Theory of Symmetric Groups, Graphs, Universality . 37 Emil Straube: The L2-Sobolev Theory of the ∂¯-Neumann Problem . 38 Bernard Helffer: Introduction to the spectral theory for Schr¨odinger operators with mag- netic fields and applications . 38 Della D. Fenster: The Interaction of Mathematics and Physics at the Turn of the Twentieth Century.......................................... 39 Seminars and colloquia 41 ESI Preprints 47 ESI Preprints in 2005 . 47 ESI Preprints until February 2006 . 54 List of visitors 57 1 Impressum: Eigent¨umer,Verleger, Herausgeber: The Erwin Schr¨odinger International Institute for Mathematical Physics, Boltzmanngasse 9, A-1090 Vienna. -
Scientific Activities Span Several Areas in the Life Sciences
Table of Contents The International Board..........................................................................................................1 The Scientific and Academic Advisory Committee...............................................................9 Institute Officers.....................................................................................................................13 The Weizmann Institute of Science.......................................................................................17 Faculty of Biochemistry.........................................................................................................21 Faculty of Biochemistry...............................................................................................22 Biological Chemistry....................................................................................................24 Molecular Genetics.......................................................................................................36 Plant Sciences...............................................................................................................48 Biological Services.......................................................................................................60 Structural Proteomics Unit...........................................................................................63 The Y. Leon Benoziyo Institute for Molecular Medicine............................................65 The Nella and Leon Benoziyo Center for Neurological Diseases................................67 -
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St. Petersburg International Economic Forum 2018 Forum Programme ST. PETERSBURG INTERNATIONAL ECONOMIC FORUM PROGRAMME May 24-26, 2018, St. Petersburg Programme accurate as at May 26, 2018 May 24, 2018 08:00–09:30 Business Breakfast Doing Business in Russia: What Has Been Achieved and What’s Next? Congress Centre Business Breakfast Hall By personal invitation only 1 Year after year, Russia’s jurisdiction is becoming more and more comfortable for business. In 6 years, Russia has moved up in the World Bank’s Doing Business ranking from #124 to #35, while no other country has shown comparable progress. Quality services for business and improved institutions are well noted by the business community in all regions of Russia. On 25 May 2018, ASI will present its new edition of National Investment Climate Index based on the surveys of more than 400 thousand entrepreneurs all across Russia. The main conclusions and the latest results in improving the investment climate and eliminating administrative barriers will be discussed by the participants of the session «Doing Business in Russia: What has been achieved and what’s next?» What has been done in recent years to warm up Russia’s business climate? What are the government support measures that the private sector, including foreign companies working in Russia, can apply for? How can the business environment be made even more conducive? Are there any reserves for further improvement? Moderator: Natalya Litovko, Editor-in-Chief, «STRANA» TV channel Panellists: Svetlana Chupsheva, Chief Executive -
Entropy Non-Conservation and Boundary Conditions for Hamiltonian Dynamical Systems
Entropy non-conservation and boundary conditions for Hamiltonian dynamical systems Gerard McCaul∗ Tulane University, New Orleans, LA 70118, USA and King’s College London, London WC2R 2LS, U.K. Alexander Pecheny Steklov Mathematical Institute of Russian Academy of Sciences, Gubkina str. 8, Moscow 119991, Russia and National University of Science and Technology "MISIS", Leninski prosp. 4, Moscow 119049, Russia Denys I. Bondarz Tulane University, New Orleans, LA 70118, USA (Dated: June 24, 2019) Applying the theory of self-adjoint extensions of Hermitian operators to Koopman von Neumann classical mechanics, the most general set of probability distributions is found for which entropy is conserved by Hamiltonian evolution. A new dynamical phase associated with such a construction is identified. By choosing distributions not belonging to this class, we produce explicit examples of both free particles and harmonic systems evolving in a bounded phase-space in such a way that entropy is nonconserved. While these nonconserving states are classically forbidden, they may be interpreted as states of a quantum system tunneling through a potential barrier boundary. In this case, the allowed boundary conditions are the only distinction between classical and quantum systems. We show that the boundary conditions for a tunneling quantum system become the criteria for entropy preservation in the classical limit. These findings highlight how boundary effects drastically change the nature of a system. I. INTRODUCTION that Hamiltonian systems are time reversible. The two ideas are often combined into the claim that systems with Entropy is a critical element of physical theories, defin- a Hamiltonian evolution conserve entropy. This is not in ing the notion of equilibrium [1], as well as serving as a fact the case.