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Closing Convocation June 2, 2021
National Finals Closing Convocation June 2, 2021 ABOUT THE USA BIOLYMPIAD The Center for Excellence in Education developed and inaugurated the first USA Biolympiad (USABO) in 2002 to train future leaders in the biological sciences. In 2004, the USA Biolympiad Team was awarded an unprecedented four gold medals in Brisbane, Australia, a feat accomplished for the first time in Biology Olympiad history. The USA Biolympiad Team has continued this remarkable record of success by winning four gold medals in 2007, 2008, 2009, 2011, 2012, 2013, 2015, and 2017. Now in its nineteenth year, the USABO continues to nurture young scholars to careers of excellence and leadership in science. The USA Biolympiad concentrates on stimulating young scholars’ intellectual curiosity and developing their critical thinking skills in biological reasoning. The rigorous USABO competition demands the best in practical and theoretical knowledge and includes four tiers: Open Exam, Semifinal Exam, National Finals, and the USA Biolympiad Team’s participation in the International Biology Olympiad (IBO) Challenge. Ultimately, four students earn the honor to represent the USA as the USA Biolympiad Team in the 2021 International Biology Olympiad IBO Challenge II July 18-23. The IBO for 2021 in Lisbon, Portugal was cancelled due to the COVID-19 pandemic. 2021 USABO STATISTICS Open Exam: 8,908 students from 464 schools, 42 states and 8 International Schools registered for the Open Exam. Semifinal Exam: 408 students representing 38 states and 2 International School were in the Semifinal Exam. National Finals: 20 National Finalists representing 17 schools and 8 states. 2 USABO 2021 STAFF Administrators Teaching Assistants Center for Excellence in Education Atharv Oak, Massachusetts Institute of Michelle King, PhD, Manager, USABO Technology Kathy Frame, USABO Advisor & Consultant Henry Shen, Stanford University Lakshay Sood, Johns Hopkins Academic Staff Chris Wang, University of Washington, St. -
Bishop Mcdevitt Class of 1963, 50Th Reunion
Bishop McDevitt High School Class of 1963 50th Reunion Updated August 2021 63 MCD 1 www.mcd63.com Our Fiftieth Reunion Celebration On the weekend of October 25–26, 2013, our 50th reunion was attended by 66 classmates and our guests. And we still know how to have a good time. Classmates teed off at the Armitage Golf Course in Mechanicsburg Friday morning. Others attended the McDevitt vs. Cedar Cliff game Friday evening, played at our new school field — too bad things didn’t go better for the home team. In the evening a casual gathering was held at the New Cumberland VFW in New Cumberland. Saturday activities began at 10 a.m. with a Memorial Mass in the Chapel at the new school, celebrated by Fr. Acri, class of ’52. Afterwards Cheri Comasco, McDevitt’s Director of Advancement, led a tour of the beautiful new school. She also told us about the potential use of the old school and plans for preserving its stained glass windows. The main Celebration was held Saturday evening at the Radisson Hotel in Camp Hill. Reunion Committee Our Website Reunion Attendees Walk down memory lane on our George Ancheff Carl Donvito Penni Brown Hopkins Sherry Easton Regal website at www.mcd63.com to find Carol Fogarty Anderson Julie Yastishock Dyckman Greg Kadel Mary Ogden Rehm Rose Silvagio Baker Larry Eichelberger Susan LaVia Sandy Byrnes Sallusti photos from past reunions as well as Kim Urich Balbach Barb Eisenhauer Joyce Lovett Ann Marie Sawyer memories, music and other bits of Mike Basista Tom Euker Bob Luddy Rosemary Alitto Schaedler nostalgia from our years at McDevitt. -
Professor Richard Courant (1888 – 1972)
Professor Richard Courant (1888 – 1972) From Wikipedia, the free encyclopedia, http://en.wikipedia.org/wiki/Richard_Courant Field: Mathematics Institutions: University of Göttingen University of Münster University of Cambridge New York University Alma mater: University of Göttingen Doctoral advisor: David Hilbert Doctoral students: William Feller Martin Kruskal Joseph Keller Kurt Friedrichs Hans Lewy Franz Rellich Known for: Courant number Courant minimax principle Courant–Friedrichs–Lewy condition Biography: Courant was born in Lublinitz in the German Empire's Prussian Province of Silesia. During his youth, his parents had to move quite often, to Glatz, Breslau, and in 1905 to Berlin. He stayed in Breslau and entered the university there. As he found the courses not demanding enough, he continued his studies in Zürich and Göttingen. Courant eventually became David Hilbert's assistant in Göttingen and obtained his doctorate there in 1910. He had to fight in World War I, but he was wounded and dismissed from the military service shortly after enlisting. After the war, in 1919, he married Nerina (Nina) Runge, a daughter of the Göttingen professor for Applied Mathematics, Carl Runge. Richard continued his research in Göttingen, with a two-year period as professor in Münster. There he founded the Mathematical Institute, which he headed as director from 1928 until 1933. Courant left Germany in 1933, earlier than many of his colleagues. While he was classified as a Jew by the Nazis, his having served as a front-line soldier exempted him from losing his position for this particular reason at the time; however, his public membership in the social-democratic left was a reason for dismissal to which no such exemption applied.[1] After one year in Cambridge, Courant went to New York City where he became a professor at New York University in 1936. -
Homogenization 2001, Proceedings of the First HMS2000 International School and Conference on Ho- Mogenization
in \Homogenization 2001, Proceedings of the First HMS2000 International School and Conference on Ho- mogenization. Naples, Complesso Monte S. Angelo, June 18-22 and 23-27, 2001, Ed. L. Carbone and R. De Arcangelis, 191{211, Gakkotosho, Tokyo, 2003". On Homogenization and Γ-convergence Luc TARTAR1 In memory of Ennio DE GIORGI When in the Fall of 1976 I had chosen \Homog´en´eisationdans les ´equationsaux d´eriv´eespartielles" (Homogenization in partial differential equations) for the title of my Peccot lectures, which I gave in the beginning of 1977 at Coll`egede France in Paris, I did not know of the term Γ-convergence, which I first heard almost a year after, in a talk that Ennio DE GIORGI gave in the seminar that Jacques-Louis LIONS was organizing at Coll`egede France on Friday afternoons. I had not found the definition of Γ-convergence really new, as it was quite similar to questions that were already discussed in control theory under the name of relaxation (which was a more general question than what most people mean by that term now), and it was the convergence in the sense of Umberto MOSCO [Mos] but without the restriction to convex functionals, and it was the natural nonlinear analog of a result concerning G-convergence that Ennio DE GIORGI had obtained with Sergio SPAGNOLO [DG&Spa]; however, Ennio DE GIORGI's talk contained a quite interesting example, for which he referred to Luciano MODICA (and Stefano MORTOLA) [Mod&Mor], where functionals involving surface integrals appeared as Γ-limits of functionals involving volume integrals, and I thought that it was the interesting part of the concept, so I had found it similar to previous questions but I had felt that the point of view was slightly different. -
Mathematics Newsletter Volume 21. No4, March 2012
MATHEMATICS NEWSLETTER EDITORIAL BOARD S. Ponnusamy (Chief Editor) Department of Mathematics Indian Institute of Technology Madras Chennai - 600 036, Tamilnadu, India Phone : +91-44-2257 4615 (office) +91-44-2257 6615, 2257 0298 (home) [email protected] http://mat.iitm.ac.in/home/samy/public_html/index.html S. D. Adhikari G. K. Srinivasan Harish-Chandra Research Institute Department of Mathematics, (Former Mehta Research Institute ) Indian Institute of Technology Chhatnag Road, Jhusi Bombay Allahabad 211 019, India Powai, Mumbai 400076, India [email protected] [email protected] C. S. Aravinda B. Sury, TIFR Centre for Applicable Mathematics Stat-Math Unit, Sharadanagar, Indian Statistical Institute, Chikkabommasandra 8th Mile Mysore Road, Post Bag No. 6503 Bangalore 560059, India. Bangalore - 560 065 [email protected], [email protected] [email protected] M. Krishna G. P. Youvaraj The Institute of Mathematical Sciences Ramanujan Institute CIT Campus, Taramani for Advanced Study in Mathematics Chennai-600 113, India University of Madras, Chepauk, [email protected] Chennai-600 005, India [email protected] Stefan Banach (1892–1945) R. Anantharaman SUNY/College, Old Westbury, NY 11568 E-mail: rajan−[email protected] To the memory of Jong P. Lee Abstract. Stefan Banach ranks quite high among the founders and developers of Functional Analysis. We give a brief summary of his life, work and methods. Introduction (equivalent of middle/high school) there. Even as a student Stefan revealed his talent in mathematics. He passed the high Stefan Banach and his school in Poland were (among) the school in 1910 but not with high honors [M]. -
Fall 2016 Newsletter
Fall 2016 Published by the Courant Institute of Mathematical Sciences at New York University Courant Newsletter Modeling the Unseen Earth with Georg Stadler Volume 13, Issue 1 p4 p12 p2 IN MEMORIAM: ENCRYPTION FOR A JOSEPH KELLER POST-QUANTUM WORLD WITH ODED REGEV p8 FOR THE LOVE OF MATH: CMT nurtures mathematically talented, underserved kids ALSO IN THIS ISSUE: AT THE BOUNDARY NEW FACULTY OF TWO FIELDS: p11 A COURANT STORY p6 PUZZLE: FIND ME QUICKLY CHANGING OF p13 THE GUARD p7 IN MEMORIAM: ELIEZER HAMEIRI p10 Encryption for a post-quantum world With Oded Regev by April Bacon assumed secure because the problem on which it is based — in this case, factoring very large numbers — is assumed very hard. “The key to almost all quantum algorithms is something called the quantum Fourier transform,” says Oded. “It allows quantum computers to easily identify periodicity [occurrences at regular intervals], which, as it turns out, allows to solve the integer factorization problem.” By using Shor’s algorithm, quantum computers will be able to break systems used today very quickly — it is thought in a matter of seconds. The speed is “not because the computer is fast – this is a common misconception,” says Oded. “It just does ©NYU Photo Bureau: Asselin things in different ways.” Whereas a regular computer has bits that alternate between (From left to right) Oded Regev with Ph.D. students Noah Stephens-Davidowitz and state “0” and “1,” a quantum computer – Alexander (Sasha) Golovnev. by putting photons, electrons, and other Oded Regev established a landmark lattice- Public-key encryption is “one of the quantum objects to work as “qubits” – can based encryption system, which could help main conceptual discoveries of the 20th take advantage of a quantum phenomenon keep the internet secure in a post-quantum century,” says Oded. -
Spring Convocation O Canada
Cape Breton University 2021SPRING CONVOCATION O CANADA O Canada! Our home and native land! True patriot love in all of us command. Car ton bras sait porter l’épée, Il sait porter la croix. Ton histoire est une épopée, Des plus brillants exploits. God keep our land glorious and free! O Canada, we stand on guard for thee. O Canada, we stand on guard for thee. Cape Breton University SPRING CONVOCATION Message from The President ................................... 2 Message from The Board of Governors .................... 3 Message from The Chancellor ................................. 4 Message from Alumni President .............................. 5 Prayer to the Seven Sacred Directions ...................... 7 Descriptions of Degree, Diploma and Regalia ........... 8 Order of Proceedings ...........................................10 Honorary Degree Recipients .................................12 2021 Graduation Class ......................................... 24 2021 Prize List ......................................................... Perseverance Will Triumph SPRING CONVOCATION May 2021 | 1 MESSAGE FROM THE PRESIDENT On behalf of the Senate, Board of Governors, the faculty and staff, I share with you our warm congratulations on your graduation from Cape Breton University. While it is unfortunate the COVID-19 pandemic will not allow you to walk across the stage at convocation to receive your parchment, it does not take away from this monumental occasion in your lives. In fact, all that you have persevered through during your studies, and in particular over the last year, is a display of your tenacity, dedication and outstanding ability to overcome challenges. These are skills and abilities that you will carry with you and use in all that you do going forward. As you browse through this convocation booklet, you will see your name and those of your classmates. -
Program for the 2021 Convocation Celebrations PROGRAM
Program for the 2021 Convocation Celebrations PROGRAM Due to the COVID-19 pandemic, the Convocation Though this is a remote celebration, the accomplish- Ceremony has been converted into three Convocation ments of the individuals named in this Convocation celebrations. The 2021 Fellowship Convocation cele- Program are worthy of highest esteem and honor. The bration recognizes the achievements of recipients of American College of Physicians celebrates their achieve- Fellowship since 2017 who have not yet participated ments and contributions to ACP and internal medicine. in a Convocation Ceremony. The 2021 Mastership and Honorary Fellowship Convocation celebration recognizes recipients of Mastership in the 2019-20 and 2020-21 awards cycles as well as recipients of __________________________________________________ Honorary Fellowship and global dignitaries invited as Special Representatives. The 2021 National and Chapter * The American College of Physicians thanks the Awards Convocation celebration recognizes recipients endowers and sponsors of several awards: the James of ACP national awards in the 2019-20 and 2020-21 Bruce family, the Ralph O. Claypoole Jr. family, the awards cycles as well as recipients of ACP Chapter Feinstein family, and the Samuel Eichold family with awards in 2019 and 2020. the Alabama Chapter. TABLE OF CONTENTS ACP Leadership .................................................. 1 About Convocation, the President’s Badge, the Special Representatives ......................................3 Caduceus, and the Mace ................................90 -
Interview with Joseph Keller
Interview with Joseph Keller he moved to Stanford University, where he is now an emeritus professor. Keller has received many awards and honors throughout his career, including the von Karman Prize of the Society for Industrial and Applied Mathematics (1979), the Timoshenko Medal of the American Society of Mechanical Engineers (1984), the National Medal of Science (1988), the National Academy of Sciences Award in Applied Mathe- matics and Numerical Analysis (1995), the Nemmers Joe Keller at home in Stanford, CA. Prize from Northwestern University (1996), and Joseph B. Keller is one of the premier applied math- the Wolf Prize (1997). ematicians of recent times. The problems he has What follows is the edited text of an interview worked on span a wide range of areas, including with Keller conducted in March 2004 by Notices se- wave propagation, semiclassical mechanics, geo- nior writer and deputy editor Allyn Jackson. physical fluid dynamics, epidemiology, biome- chanics, operations research, finance, and the math- Early Years ematics of sports. His best-known work includes Notices: How did you get interested in mathemat- the Geometrical Theory of Diffraction, which is an ics? extension of the classical theory of optics and in- Keller: I was always good at mathematics as a spired the introduction of geometric methods in child. My father, who was not educated but was a the study of partial differential equations, and the smart guy, used to give my Einstein-Brillouin-Keller Method, which provided brother and me mathematical new ways to compute eigenvalues in quantum me- puzzles when we were kids. chanics. Keller has had about fifty doctoral students Here’s an example. -
Centennial, University of Maine, Convocation and Exercises, February 24-25, 1965
The University of Maine DigitalCommons@UMaine General University of Maine Publications University of Maine Publications 1965 Centennial, University of Maine, Convocation and Exercises, February 24-25, 1965 University of Maine Follow this and additional works at: https://digitalcommons.library.umaine.edu/univ_publications Part of the Higher Education Commons Repository Citation University of Maine, "Centennial, University of Maine, Convocation and Exercises, February 24-25, 1965" (1965). General University of Maine Publications. 51. https://digitalcommons.library.umaine.edu/univ_publications/51 This Monograph is brought to you for free and open access by DigitalCommons@UMaine. It has been accepted for inclusion in General University of Maine Publications by an authorized administrator of DigitalCommons@UMaine. For more information, please contact [email protected]. Centennial UNIVERSITY o F M A I N E Convocation and Exercises February 24 -25, 1965 This booklet contains speeches and other highlights of the Centennial Observance held at the University of Maine on Feb ruary 24 and 25, 1965, marking the JOOth anniversary of the founding of the institution. CONTENTS Centennial Exercises 1 Centennial Founders' Day Convocation 17 Centennial Founders' Day Luncheon . 34 Centennial Celebration Concert . 48 Resolution 50 Proclamation 51 6. 7. 1. 2. I. The A lu mni M ~mor i 3 1 Gymnasium was thronged for th e Founders' D ay Convoca tion. 2. Dr. Alvin C. Eurich delivered the prin cip al address at the Cent en ni al Exercises. 6. G overn or Jo hn H . Reed gave the m a in address at the Cente nnial Founders' D ay Luncheon. 3. -
Henry VIII: Supremacy, Religion, and the Anabaptists
Utah State University DigitalCommons@USU All Graduate Theses and Dissertations Graduate Studies 12-2008 Henry VIII: Supremacy, Religion, And The Anabaptists Joel Martin Gillaspie Utah State University Follow this and additional works at: https://digitalcommons.usu.edu/etd Part of the European History Commons Recommended Citation Gillaspie, Joel Martin, "Henry VIII: Supremacy, Religion, And The Anabaptists" (2008). All Graduate Theses and Dissertations. 204. https://digitalcommons.usu.edu/etd/204 This Thesis is brought to you for free and open access by the Graduate Studies at DigitalCommons@USU. It has been accepted for inclusion in All Graduate Theses and Dissertations by an authorized administrator of DigitalCommons@USU. For more information, please contact [email protected]. HENRY VIII: SUPREMACY, RELIGION, AND THE ANABAPTISTS by Joel Gillaspie A thesis submitted in partial fulfillment of the requirements for the degree of MASTER OF ARTS in History Approved: ________________________ ________________________ Norman Jones Leonard Rosenband Major Professor Committee Member ________________________ ________________________ Phebe Jenson Byron R. Burnham Committee Member Dean of Graduate Studies UTAH STATE UNIVERSITY Logan, Utah 2008 ii Copyright © Joel Gillaspie 2008 All Rights Reserved iii ABSTRACT Henry VIII: Supremacy, Religion, and the Anabaptists by Joel Gillaspie, Master of Arts Utah State University, 2008 Major Professor: Dr. Norman Jones Department: History In 1534, the English Parliament passed the Act of Supremacy. This effectively stripped all of the authority the Pope held in England and gave it to Henry VIII. Also because of the Act of Supremacy Henry VIII gained a new title: Supreme Head of the Church of England. However, there was a problem. The Act of Supremacy only vaguely defined the new powers that had been given to the King. -
Constitution and Canons of the Anglican Mission in England (Amie)
Constitution and Canons of the Anglican Mission in England (AMiE) Contents Contents ............................................................................................................................................ 2 Preface ............................................................................................................................................ 3 Section 1: Constitution ....................................................................................................................... 4 Article 1: The Identity of the Anglican Mission in England ................................................................. 4 Article 2: The Mission of the Anglican Mission in England ................................................................ 4 Article 3: The Scope of the Anglican Mission in England .................................................................. 4 Article 4: The Doctrinal Basis of the Anglican Mission in England .................................................... 4 Article 5: The Membership of the Anglican Mission in England ........................................................ 5 Article 6: The Governance of the Anglican Mission in England......................................................... 5 Article 7: The Powers of Synod ......................................................................................................... 6 Article 8: Synod Meetings .................................................................................................................. 6 Article 9: The Convocation