Curriculum Vitae

Total Page:16

File Type:pdf, Size:1020Kb

Load more

Curriculum Vitae Predrag Nikolić George Mason University, Department of Physics and Astronomy Planetary Hall #209, MSN 3F3, Fairfax, VA 22030 USA Phone: 571-524-3022; E-Mail: [email protected]; www: http://physics.gmu.edu/~pnikolic/ Academic Positions George Mason University, Associate Professor 09/01/2015 ± present Johns Hopkins University, Adjunct Associate Professor 09/01/2016 ± present George Mason University, Assistant Professor 08/25/2009 ± 08/31/2015 Johns Hopkins University, Adjunct Assistant Professor 09/01/2009 ± 08/31/2016 National Institute for Standards and Technology, Guest Researcher 09/01/2009 ± 07/01/2011 Rice University, Keck Postdoctoral Fellow 08/01/2007 ± 07/31/2009 Harvard University, Postdoctoral Fellow 09/01/2005 ± 07/31/2007 Yale University, Postdoctoral Associate 09/01/2004 ± 08/31/2005 Columbia University, Visiting Scientist 09/01/2004 ± 08/31/2005 Education Massachusetts Institute of Technology, Ph.D. in Theoretical Physics 2004 thesis: Geometrically Frustrated Quantum Magnets (advisor: T. Senthil) 09/01/2001 ± 09/15/2004 experimental physics research assistantship (advisor: R. Ashoori) 07/15/1998 ± 08/31/2001 University of Belgrade, Serbia, B.S. in Applied Physics 1998 thesis: Quantum Interference Transistors (advisor: K.Nikolić) 09/01/1993 ± 07/01/1998 Research Grants and Awards DOE Energy Frontier Research Center: Institute for Quantum Matter (Co-PI) 2018 ± present DOE Institute for Quantum Matter (Co-PI) 2017 ± present NSF Award #1205571 (PI): ªCollaborative Research: 2012 ± 2015 Correlated Superfluids and Insulators of Ultracold Fermionic Atomic Gasesº Publication Award, George Mason University, College of Science November 2011 Rice University, Keck Fellowship 2007 ± 2009 Madlena Janković Foundation, Serbia, Undergraduate Fellowship 1995 ± 1998 Department of Education, Serbia, Undergraduate Fellowship 1995 ± 1998 Curriculum Vitae 2 Predrag Nikolić Travel Grants Nordita (Stockholm), Workshop: ªQuantum solids, liquids, and gasesº 2010, 2016 Aspen Center for Physics, Workshop: ªSupersolid State of Matterº June 2006 Boulder Summer School of Physics, ªFrontiers of Magnetismº July 2003 American Physical Society, Centennial Meeting, Atlanta March 1999 Technical University of Bratislava, IAESTE Undergraduate Research Grant Summer 1997 Professional Service Co-organizer of the symposium ªFrontiers of Quantum Matterº, George Mason University (June 2012) Co-organizer of the ªZlatko Tešanović Memorial Symposiumº, Johns Hopkins University (March 2013) Journal referee: Phys. Rev. A, B, Lett., Science, Nature, J. of Low Temp. Phys., New J. of Phys. Grant proposal reviewer (ext., panel): National Science Foundation, Deutsche Forschungsgemeinschaft Physics colloquium co-organiser at George Mason University (Fall 2010, Spring 2011) GMU Center for Quantum Science seminar co-organiser and web-site maintainer (2009 ± present) Thesis committee member (3 students at GMU, 6 students at Johns Hopkins, 1 student at Georgetown) Teaching George Mason University Math Methods in Physics (PHYS 590) Lectures 2018 Statistical (Thermal) Physics (PHYS 307) Lectures 2016, 2017 University Physics I (PHYS 160) Lectures 2013, 2014 Quantum Field Theory (PHYS 780) Lectures 2011, 2015, Quantum Mechanics (PHYS 402/502) Lectures 2010 ± 2013 Modern Physics (PHYS 302) Lectures 2010 ± 2015 Massachusetts Institute of Technology Freshman course on Electromagnetism Tutoring and grading Spring 2002 Graduate course on Statistical Mechanics Grading Fall 2001 Graduate course on Statistical Mechanics Recitation Instructor Fall 1999 Mentoring George Mason University S. Keeling, S.Movafagh, R.Mays current graduate students Tanja Duric former postdoctoral associate 2010 ± 2011 M.DePrenger former graduate student Curriculum Vitae 3 Predrag Nikolić Johns Hopkins University Yi Luo, graduate student 2017--present Wesley Fuhrman, graduate student of C. Broholm 2014 ± 2018 Miguel Sulangi, former graduate student 2012 ± 2013 Harvard University Eun-Gook Moon, graduate student of S. Sachdev 2006 ± 2007 List of Publications [1020 citations by Google Scholar] 1. W. T. Fuhrman and P. Nikolić, Magnetic impurities in Kondo insulators and the puzzle of samarium hexaboride, submitted for publication (2018). arXiv 1807.00005 2. W. T. Fuhrman, J. R. Chamorro, P. A. Alekseev, J.-M. Mignot, T. Keller, J. A. Rodriguez-Rivera, Y. Qiu, P. Nikolić, T. M. McQueen, and C. L. Broholm, Screened moments and extrinsic in-gap states in samarium hexaboride, Nature Communications 9, 1539 (2018). arXiv:1707.03834 3. Predrag Nikolić, Vortex states in a non-Abelian magnetic field, Physical Review B 94, 064523 (2016). arXiv:1606.02317 4. Rubem Mondaini, Predrag Nikolić and Marcos Rigol, Mott-Insulator to Superconductor Transition in a Two-Dimensional Superlattice, Physical Review A 92, 013601 (2015). arXiv:1412.1829 5. W. T. Fuhrman and P. Nikolić, In-gap collective mode spectrum of the topological Kondo insulator SmB6, Physical Review B 90, 195144 (2014). arXiv:1409.3220 6. Predrag Nikolić, Two-dimensional heavy fermions on the strongly correlated boundaries of Kondo topological insulators, Physical Review B 90, 235107 (2014). arXiv:1407.4482 7. W. T. Fuhrman, J. Leiner, P. Nikolić, G. E. Granroth, M. B. Stone, M. D. Lumsden, L. DeBeer-Schmitt, P. A. Alekseev, J.-M. Mignot, S. M. Koohpayeh, P. Cottingham, W. Adam Phelan, L. Schoop, T. M. McQueen, C. Broholm, Interaction Driven Subgap Spin Exciton in the Kondo Insulator SmB6, Physical Review Letters 114, 036401 (2015). arXiv:1407.2647 8. Predrag Nikolić, Vortices and vortex states in Rashba spin-orbit-coupled condensates, Physical Review A 90, 023623 (2014). arXiv:1406.1198 9. Predrag Nikolić and Zlatko Tešanović, Interaction proximity effect at the interface between a superconductor and a topological insulator quantum well, Physical Review B 87, 134511 (2013). arXiv:1210.7821 Curriculum Vitae 4 Predrag Nikolić 10. Predrag Nikolić and Zlatko Tešanović, Pairing instabilities in topological insulator quantum wells, Physical Review B 87, 104514 (2013). arXiv:1208.0608 11. Predrag Nikolić, Effective theory of fractional topological insulators in two spatial dimensions, Physical Review B 87, 245120 (2013). arXiv:1206.1055 12. Predrag Nikolić, Tanja Duric and Zlatko Tešanović, Fractional topological insulators of Cooper pairs induced by proximity effect, Physical Review Letters 110, 176804 (2013). arXiv:1109.0017 13. Predrag Nikolić, Charge and spin fractionalization in strongly correlated topological insulators, Journal of Physics: Condensed Matter 25, 025602 (2013). arXiv:1108.5388 14. Rong Yu, Pallab Goswami, Qimiao Si, Predrag Nikolić and Jian-Xin Zhu, Superconductivity at the Border of Electron Localization and Itinerancy, Nature Communications 4, 2783 (2013). arXiv:1103.3259 15. Predrag Nikolić and Zlatko Tešanović, Cooper pair insulators and theory of correlated superconductors, Physical Review B 83, 064501 (2011). arXiv:1008.4369 16. Predrag Nikolić, Unitarity in periodic potentials: a renormalization group analysis, Physical Review B 83, 064523 (2011). arXiv:1006.2378 17. Valentin Stanev, Boian S. Alexandrov, Predrag Nikolić and Zlatko Tešanović, Robust accidental nodes and zeroes and critical quasiparticle scaling in iron-based multiband superconductors, Physical Reviev B 84, 014505 (2011). arXiv:1006.0447 18. N. Goldman, I. Satija, P. Nikolić, A. Bermudez, M. A. Martin-Delgado, M. Lewenstein and I. B. Spielman, Realistic Time-Reversal Invariant Topological Insulators With Neutral Atoms, Physical Review Letters 105, 255302 (2010). arXiv:1002.0219 19. Predrag Nikolić, A. A. Burkov and Arun Paramekanti, Finite momentum pairing instability of band insulators with multiple bands, Physical Review B 81, 012504 (2010). arXiv:0906.2202 20. Pallab Goswami, Predrag Nikolić and Qimiao Si, Superconductivity in Multi-orbital t-J1-J2 Model and its Implications for Iron Pnictides, Europhysics Letters 91, 37006 (2010). arXiv:0905.2634 21. Predrag Nikolić, Phase diagram of two-dimensional fast-rotating ultracold fermionic atoms near unitarity, Physical Review A 81, 023601 (2010). arXiv:0904.2391 22. Predrag Nikolić, Two-dimensional fermionic superfluids, pairing instability, and vortex liquids in the absence of time reversal symmetry, Physical Review B 79, 144507 (2009). arXiv:0901.2576 23. Predrag Nikolić, Pairing instability driven by macroscopically degenerate collective modes in two- dimensional rotating fermion liquids near unitarity, unpublished (2008). arXiv:0810.4149 24. Eun Gook Moon, Predrag Nikolić and Subir Sachdev, Superfluid-insulator transitions of the Fermi gas with near-unitary interactions in a periodic potential, Physical Review Letters 99, 230403 (2007). arXiv:0707.2383 Curriculum Vitae 5 Predrag Nikolić 25. Predrag Nikolić and Subir Sachdev, Renormalization group fixed points, universal phase diagram, and 1/N expansion for quantum liquids with interactions near the unitarity limit, Physical Review A 75, 033608 (2007). arXiv:cond-mat/0609106 26. Predrag Nikolić, Subir Sachdev and Lorenz Bartosch, Electronic states near a quantum fluctuating point vortex in a d-wave superconductor: Dirac fermion theory, Physical Review B 74, 144516 (2006). arXiv:cond-mat/0606001 27. Predrag Nikolić and Subir Sachdev, Effective action for vortex dynamics in clean d-wave superconductors, Physical Review B 73, 134511 (2006). arXiv:cond-mat/0511298 28. Predrag Nikolić, Disordered, spin liquid and valence-bond ordered phases of the Kagome lattice quantum Ising models with transverse field and XXZ dynamics, Physical Review B 72, 064423 (2005). arXiv:cond-
Recommended publications
  • Vortex-Matter in Multi-Component Superconductors

    Vortex-Matter in Multi-Component Superconductors

    Vortex-matter in Multi-component Superconductors JOHAN CARLSTRÖM Licentiate thesis Stockholm, Sweden 2012 TRITA-FYS 2012:90 ISSN 0280-316X KTH Teoretisk fysik ISRN KTH/FYS/--12:90--SE AlbaNova universitetscentrum ISBN 978-91-7501-611-5 SE-106 91 Stockholm Sweden Akademisk avhandling som med tillstånd av Kungl Tekniska högskolan framlägges till offentlig granskning för avläggande av teknologie licentiatexamen i teoretisk fysik den 14 Januari 2013 kl 10:00 i sal FA32, AlbaNova Universitetscentrum. c Johan Carlström, December 2012 Tryck: Universitetsservice US AB 3 Abstract The topic of this thesis is vortex-physics in multi component Ginzburg- Landau models. These models describe a newly discovered class of supercon- ductors with multiple superconducting gaps, and posses many properties that set them apart from single component models. The work presented here relies on large scale computer simulations using various numerical techniques, but also some analytical methods. In Paper I, Type-1.5 Superconducting State from an Intrinsic Proximity Effect in Two-Band Superconductors, we show that in multiband supercon- ductors, even an extremely small interband proximity effect can lead to a qualitative change in the interaction potential between superconducting vor- tices by producing long-range intervortex attraction. This type of vortex interaction results in an unusual response to low magnetic fields, leading to phase separation into domains of two-component Meissner states and vortex droplets. In paper II, Type-1.5 superconductivity in multiband systems: Effects of interband couplings, we investigate the appearance of Type-1.5 superconduc- tivity in the case with two active bands and substantial inter-band couplings.
  • Johns Hopkins in Maryland

    Johns Hopkins in Maryland

    Johns Hopkins in Maryland Total Economic Impact: $9.1 Billion in Economic Output, 85,678 Jobs Johns Hopkins Facilities & Operations in Maryland Pennsylvania JHCP Hagerstown Wilmer at Bel Air JHCP Westminster University Center of Northeastern Maryland Health Care & Surgery Center at Green Spring Station / JHCP Water’s Edge JHCP Frederick JHCP Green Spring Station Eldersburg Signature OB/GYN Peabody Preparatory (Towson Campus) Health Care & Surgery Center at White Marsh / JHCP White Marsh See Inset Columbia Signature OB/GYN JHCP Greater Dundalk Howard County General Hospital / JHCP Howard County General Hospital JHCP Howard County JHCP Germantown Columbia Center Baltimore Delaware Applied Physics Laboratory JHCP Fulton JHCP Glen Burnie JHCP Rockville (heart care) JHCP North Montgomery County Campus / JHCP Bethesda Health Care Center at Odenton / JHCP Montgomery Laurel JHCP Odenton Health Care & Surgery Center at Bethesda / JHCP Silver Spring (heart care) JHCP Bethesda (heart care), JHCP Rockledge JHCP Downtown Bethesda Peabody Preparatory (Annapolis Campus) Suburban Hospital / JHCP Suburban Hospital General Surgery JHCP Bowie JHCP Chevy Chase (heart care) at Foxhall JHCP Annapolis Sibley Memorial Hospital / JHCP Sibley Memorial Hospital SAIS Washington / JHCP Washington D.C. Center Ballston Medical Center I Street Chesapeake The Johns Hopkins Hospital Billings Dome in the context of Washington D.C. Bay Baltimore City Virginia Not shown on map: All Children’s Hospital in St. Petersburg, FL JHCP Charles County Southern Maryland Higher Education
  • Theory of Nematic Fractional Quantum Hall State

    Theory of Nematic Fractional Quantum Hall State

    Theory of Nematic Fractional Quantum Hall State Yizhi You,1 Gil Young Cho,1 and Eduardo Fradkin1, 2 1Department of Physics and Institute for Condensed Matter Theory, University of Illinois at Urbana-Champaign, 1110 West Green Street, Urbana, Illinois 61801-3080, USA 2Kavli Institute for Theoretical Physics, University of California Santa Barbara, CA 93106-4030, USA (Dated: July 9, 2018) We derive an effective field theory for the isotropic-nematic quantum phase transition of fractional quantum Hall (FQH) states. We demonstrate that for a system with an isotropic background the low-energy effective theory of the nematic order parameter has z = 2 dynamical scaling exponent, due to a Berry phase term of the order parameter, which is related to the non-dissipative Hall viscosity. Employing the composite fermion theory with a quadrupolar interaction between electrons, we show that a sufficiently attractive quadrupolar interaction triggers a phase transition from the isotropic FQH fluid into a nematic fractional quantum Hall phase. By investigating the spectrum of collective excitations, we demonstrate that the mass gap of Girvin-MacDonald-Platzman (GMP) mode collapses at the isotropic-nematic quantum phase transition. On the other hand, Laughlin quasiparticles and the Kohn collective mode remain gapped at this quantum phase transition, and Kohn’s theorem is satisfied. The leading couplings between the nematic order parameter and the gauge fields include a term of the same form as the Wen-Zee term. A disclination of the nematic order parameter carries an unquantized electric charge. We also discuss the relation between nematic degrees of freedom and the geometrical response of the fractional quantum Hall fluid.
  • Graphene Reveals Its Strange Side

    Graphene Reveals Its Strange Side

    VIEWPOINT Graphene Reveals Its Strange Side Experiments on magic-angle graphene reveal a ``strange metal'' phase and transport behavior consistent with so-called Planckian dissipation. by Subir Sachdev∗ with a low-temperature transport behavior called Planckian dissipation [2, 3]. The same association is found by Jarillo- agic-angle graphene captured the attention of Herrero and colleagues in magic-angle graphene, providing condensed-matter physicists in 2018 when it further evidence that strange metals are united by a funda- was discovered that this material—made of two mentally new form of transport that theorists are busy trying sheets of graphene with slightly misaligned lat- to characterize. Mtice orientations (Fig. 1)—is a superconductor. Moreover, The transport of electrical and heat currents in metals was observations showed that the phase diagram of magic- once a well-understood corner of condensed-matter physics. angle graphene is similar to that of copper oxide high- This understanding was based on the Drude formula, which temperature superconductors, with an insulating region relates the electrical conductivity to the density of mobile next to a dome-shaped superconducting region (see Trend: electrons, the mass of an electron, and the time between Bilayer Graphene’s Wicked, Twisted Road). Now, Pablo scattering events, t. The original theory, developed by Paul Jarillo-Herrero from the Massachusetts Institute of Technol- Drude in 1900, treated the electrons as classical particles and ogy, Cambridge, and his colleagues report that magic-angle largely ignored electron-electron interactions. Remarkably, graphene has another remarkable feature of the cuprate Drude’s formula survived a quantum-mechanics update in phase diagram: a “strange metal” phase in which the re- the 1930s, in which the electron mass was replaced by sistivity scales linearly with temperature down to very low the effective mass of an electronic “quasiparticle,” and the temperatures [1].
  • Institute Lecture

    Institute Lecture

    Institute Lecture Quantum Mechanics Without Particles Professor Subir Sachdev Department of Physics, Harvard University . Tuesday, 21st January, 2014, Time: 6.00 PM, Venue: L-17, Lecture Hall Complex Abstract Quantum mechanics provides a thorough understanding of the physical properties of most common metals, insulators, and superconductors. Even 23 though we cannot solve the Schrödinger equation for 10 particles, we are able to make progress because the electrons move essentially independent of each other. However, in many modern materials, and particularly in the high temperature superconductors, there are important regimes where the independent-electron paradigm breaks down, and we have to deal with wave functions in which all the electrons are entangled with each other in a non- local manner. Understanding such quantum states, in which no particle-like excitations can be identified, is a major theoretical challenge. In this talk, we will describe recent progress in this field using quantum field theory, string theory, and computer simulations. These advances shed light on many of the puzzling features of phase diagrams of the high temperature superconductors. About the speaker Prof. Subir Sachdev is a distinguished condensed matter physicist. He is very well known for his research on quantum phase transitions, and its application to a variety of quantum materials, such as the high temperature superconductors. His book "Quantum Phase Transitions" (Cambridge University Press) has formed the basis of much subsequent research. More recently, he pioneered the application of string theory to the study of quantum phase transitions in condensed matter physics, such as the superfluid- insulator transition of bosons moving in a lattice.
  • Teaching by the Book: the Culture of Reading in the George Peabody Library Gabrielle Dean

    Teaching by the Book: the Culture of Reading in the George Peabody Library Gabrielle Dean

    JOHNS HOPKINS UNIVERSITY Teaching by the Book: The Culture of Reading in the George Peabody Library Gabrielle Dean First, there is a gasp or sigh; then the wide-eyed ing Culture in the Nineteenth-Century Library,” viewer slowly circumnavigates the building. In the which examined the intersections of the public George Peabody Library, one of the Johns Hopkins library movement, nineteenth-century book his- University’s rare book libraries, I often witness this tory and popular literature in order to describe the awe-struck response to the architecture. The library culture of reading in nineteenth-century America. interior, made largely of cast iron, illuminated by a I designed this semester-long course with two com- huge skylight and decorated with gilded neo-Gothic plementary aims in mind. and Egyptian elements, was completed in 1878 and First, I wanted to develop a new model for teach- fully expresses the aspirations of the age. It is gaudy ing American literature. Instead of proceeding from and magnificent, and it never fails to impress visitors. a set of texts deemed significant by twenty-first cen- The contents of the library are equally symbolic tury critics, our syllabus drew from the Peabody’s and grand, but less visible. The Peabody first opened collections to gain insight into what was actually to the Baltimore public in 1866 as part of the Pea- purchased, promoted and read in the nineteenth body Institute, an athenaeum-like venture set up by century. Moreover, there was no artificial separa- the philanthropist George Peabody; it originally in- tion between the texts we examined and their mate- cluded a lecture series and an art gallery in addition rial contexts.
  • Who-Was-Johns-Hopkins.Pdf

    Who-Was-Johns-Hopkins.Pdf

    Who was Johns Hopkins? hile previously adopted accounts portray Johns Hopkins as an early abolitionist whose father had freed the family’s enslaved people in the early 1800s, recently discovered records offer strong evidence that Johns Hopkins held enslaved people in his home until at least the mid-1800s. More information about the university’s investigation of this history is available at the Hopkins Retrospective website. Johns Hopkins by Thomas C. Corner oil on canvas, 100 by 58 inches, 1896 The Johns Hopkins Hospital, shown here at the time of its completion in 1889, was considered a municipal and national marvel when it opened. It was believed to be the largest medical center in the country with 17 buildings, 330 beds, 25 physicians and 200 employees. As a Baltimore American headline put it on May 7, 1889, the Hospital’s opening day, “Its Aim Is Noble,” and its service would be “For the Good of All Who Suffer.” Johns Hopkins, the Quaker merchant, banker and businessman, left $7 million in 1873 to create The Johns Hopkins University and The Johns Hopkins Hospital, instructing his trustees to create new models and standards for medical education and health care. He was named for his great-grandmother, Margaret Johns, her last name becoming his first (and confusing people ever since). Considering his wealth a trust, Johns into the fields. At 17, knowing the planta- Hopkins used it for the benefit of tion was not big enough to support his humanity. By 1873, the year of his death, large family, young Johns (that had been Johns Hopkins had outlined his wishes: his great-grandmother’s maiden name) to create a university that was dedicated moved to Baltimore to help his father’s to advanced learning and scientific brother, a wholesale grocer.
  • Adrian Del Maestro's CV.PDF

    Adrian Del Maestro's CV.PDF

    Adrian Del Maestro Department of Physics University of Vermont 82 University Place Burlington, VT 05405 USA Phone: 802-656-0068 Fax: 802-656-0817 Email: [email protected] URL: http://www.delmaestro.org/adrian/ Education Ph.D. in Physics, 2008. Thesis: The superconductor-metal quantum phase transition in ultra-narrow wires. Supervisor: Subir Sachdev. Harvard University, Cambridge, MA, USA M.S. in Physics, 2005 Yale University, New Haven, CT, USA M.Sc. in Physics, 2003. Thesis: Quantum spin fluctuations in the Heisenberg-like pyrochlore antiferromagnet gadolinium titanate. Supervisor: Michel Gingras. University of Waterloo, Waterloo, ON, Canada B.Sc. in Physics joint with Mathematics, 2002. Graduated summa cum laude. University of Waterloo, Waterloo, ON, Canada Professional Experience Assistant Professor of Physics University of Vermont (Burlington, VT, USA) 2011–Present Distinguished Postdoctoral Fellow Institute for Quantum Matter, Johns Hopkins University (Baltimore, MD, USA) 2010–2011 Postdoctoral Research Scientist University of British Columbia (Vancouver, BC, Canada) 2008 Research Scientist Harvard University (Cambridge, MA, USA) 2008– 2008 System Administrator Harvard University (Cambridge, MA, USA) 2006– 2008 Lab Technician University of Western Ontario, Brain Research Laboratories (London, ON, Canada) 1999 Publications (30 total, h-index: 15, citations: 597) 1. C. M. Herdman, P.-N. Roy, R.G. Melko and A. Del Maestro, Entanglement area law in superfluid 4He, Nature Phys. 4075, 1 (2017). 2. Adrian Del Maestro and Massimo Boninsegni, Absence of superfluidity in a quasi-one-dimensional parahydrogen fluid adsorbed inside carbon nanotubes, Phys. Rev. B 95, 054517 (2017). 3. C. M. Herdman, P.-N. Roy, R. G. Melko and A. Del Maestro, Spatial entanglement entropy in the ground state of the Lieb-Liniger model, Phys.
  • Media Highlights

    Media Highlights

    2008 Applied Superconductivity Conference and Exhibition August 17 – 22. 2008 Hyatt Regency Chicago – Chicago, IL USA MEDIA HIGHLIGHTS Conference Website: http://www.ascinc.org PRESS REGISTRATION Members of the media may register by faxing a registration form (found at www.ascinc.org) to ASC 2008 Press at (303) 499- 2599, or register on-site at the Registration desk, located in the North Grand Ballroom Foyer of the Hyatt Regency Chicago. Journalists will be asked to show press credentials/ID to receive complimentary admission to technical sessions, welcome reception and exhibitor’s reception, and Exhibition Hall. Conference program, badges and other conference materials will be available at the registration desk. Tickets for the Thursday conference luncheon may also be purchased at the desk. On-site Press Registration: North Grand Ballroom Foyer – Hyatt Regency Chicago Hours of Operation: Sunday, August 17: 2:00 p.m. – 8:00 p.m. Monday, August 18: 7:00 a.m. – 7:00 p.m. Tuesday, August 19: 7:00 a.m. – 6:00 p.m. Wednesday, August 20: 7:00 a.m. – 6:00 p.m. Thursday, August 21: 7:00 a.m. – 6:00 p.m. Friday, August 22: 7:00 a.m. – 12:00 Noon (For media assistance and additional information, please ask for Dr. Balu Balachandran, Mr. Jim Kerby, Dr. Lance Cooley, Ms. Sue Butler, or Mrs. Paula Pair. Individual interview rooms may also be scheduled.) PLENARY AND OTHER SPECIAL SESSIONS Monday, August 18, 8:00 a.m. - 9:00 a.m. Welcome – Dr. Balu Balachandran, Argonne National Laboratory (Conference Chair); Opening Remarks – Dr.
  • B-967 Peabody Institute Conservatory & George Peabody Library

    B-967 Peabody Institute Conservatory & George Peabody Library

    B-967 Peabody Institute Conservatory & George Peabody Library Architectural Survey File This is the architectural survey file for this MIHP record. The survey file is organized reverse- chronological (that is, with the latest material on top). It contains all MIHP inventory forms, National Register nomination forms, determinations of eligibility (DOE) forms, and accompanying documentation such as photographs and maps. Users should be aware that additional undigitized material about this property may be found in on-site architectural reports, copies of HABS/HAER or other documentation, drawings, and the “vertical files” at the MHT Library in Crownsville. The vertical files may include newspaper clippings, field notes, draft versions of forms and architectural reports, photographs, maps, and drawings. Researchers who need a thorough understanding of this property should plan to visit the MHT Library as part of their research project; look at the MHT web site (mht.maryland.gov) for details about how to make an appointment. All material is property of the Maryland Historical Trust. Last Updated: 03-10-2011 Maryland Historical Trust Inventory No. B-967 Maryland Inventory of EASEMENT Historic Properties Form 1. Name of Property (indicate preferred name) historic Peabody Institute Conservatory and George Peabody Library (preferred) other Peabody Institute Library 2. Location street and number 1 & 17 East Mount Vernon Place not for publication city, town Baltimore vicinity county Baltimore City 3. Owner of Property (give names and mailing addresses of all owners) name JHP, Inc. c/o The Johns Hopkins University street and number 3400 N. Charles Street telephone 410-659-8100 city, town Baltimore state Maryland zip code 21218 4.
  • Zlatko Tesanovic

    Zlatko Tesanovic

    Zlatko Tesanovic Zlatko was born in Sarajevo (former Yugoslavia) on August 1, 1956 and passed away on July 26, 2012. InsItute for Quantum Maer, Johns Hopkins-Princeton Posions 1994-2012: Professor, Johns Hopkins University 1990-1994: Associate Professor, Johns Hopkins University 1987-1990: Assistant Professor, Johns Hopkins University 1987-1988: Director's Postdoctoral Fellow (on leave from JHU), Los Alamos Naonal Laboratory 1985-1987: Postdoctoral Fellow, Harvard University Educaon 1980-1985: Ph.D. in Physics, University of Minnesota 1975-1979: B.Sc. in Physics (Summa cum Laude), University of Sarajevo, former Yugoslavia Fellowships, Awards, Honors Foreign Member, The Royal Norwegian Society of Sciences and LeLers Fellow, The American Physical Society, Division of Condensed Maer Physics Inaugural Speaker, J. R. Schrieffer Lecture Series, Naonal High MagneIc Field Laboratory, 1997 David and Lucille Packard Foundaon Fellowship, 1988-1994 J. R. Oppenheimer Fellowship, Los Alamos Naonal Laboratory, 1985 (declined) Stanwood Johnston Memorial Fellowship, University of Minnesota, 1984 Shevlin Fellowship, University of Minnesota, 1983 Fulbright Fellowship, US InsItute of Internaonal Educaon, 1980 Zlatko Tesanovic Graduate Students (10) L. Xing (Jacob Haimson Professor, Stanford), I. F. Herbut (Professor, Simon Fraser University, Canada), A. Andreev (Associate Professor, University of Washington), S. Dukan (Professor and Chair of Physics, Goucher College), O. Vafek (Associate Professor, Florida State University and NHMFL), A. Melikyan (Editor, Physical Review B), Andres Concha (Postdoctoral Fellow, Harvard), ValenIn Stanev (Postdoctoral Fellow, Argonne NL), Jian Kang (current), James Murray (current) Postdoctoral Advisees (9) A. Singh (Professor, IIT Kanpur, India), S. Theodorakis (Professor, University of Cyprus, Cyprus), J. H. Kim (Professor and Chair of Physics, University of North Dakota), Z.
  • Quantum Conductors in a Plane

    Quantum Conductors in a Plane

    Proc. Natl. Acad. Sci. USA Vol. 96, pp. 9983–9984, August 1999 From the Academy This paper is a summary of a session presented at the tenth annual symposium on Frontiers of Science, held November 19–21, 1998, at the Arnold and Mabel Beckman Center of the National Academies of Sciences and Engineering in Irvine, CA. Quantum conductors in a plane PHILIP PHILLIPS*†,SUBIR SACHDEV‡,SERGEY KRAVCHENKO§, AND ALI YAZDANI* *Loomis Laboratory of Physics, University of Illinois at Urbana-Champaign, 1100 West Green Street, Urbana, IL 61801-3080; ‡Department of Physics, P.O. Box 208120, Yale University, New Haven, CT 06520; and §Department of Physics, Northeastern University, Boston, MA 02115 When electrons are confined to move in a plane, strange things not a sufficient condition for superconductivity. If one envi- happen. For example, under normal circumstances, they are sions dividing a material into partitions, insulating behavior not expected to conduct electricity at low temperatures. The obtains if each partition at each snapshot in time has the same absence of electrical conduction in two dimensions (2D) at number of Cooper pairs. That is, the state is static. However, zero temperature has been one of the most cherished para- if the number of pairs fluctuates between partitions, transport digms in solid-state physics (1). In fact, the 1977 physics Nobel of Cooper pairs is possible and superconductivity obtains. Prize was awarded, in part, for the formulation of the basic The fundamental physical principle that drives all quantum principle on which this result is based. However, recent phase transitions is quantum uncertainty or quantum entan- experiments (2) on a dilute electron gas confined to move at glement.