Report for the Academic Year 2017–2018
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
(Title of the Thesis)*
THE OPTIMALITY OF DECISION MAKING DURING MOTOR LEARNING by Joshua Brent Moskowitz A thesis submitted to the Department of Psychology in conformity with the requirements for the degree of Master of Science Queen’s University Kingston, Ontario, Canada (June, 2016) Copyright ©Joshua B. Moskowitz, 2016 Abstract In our daily lives, we often must predict how well we are going to perform in the future based on an evaluation of our current performance and an assessment of how much we will improve with practice. Such predictions can be used to decide whether to invest our time and energy in learning and, if we opt to invest, what rewards we may gain. This thesis investigated whether people are capable of tracking their own learning (i.e. current and future motor ability) and exploiting that information to make decisions related to task reward. In experiment one, participants performed a target aiming task under a visuomotor rotation such that they initially missed the target but gradually improved. After briefly practicing the task, they were asked to selected rewards for hits and misses applied to subsequent performance in the task, where selecting a higher reward for hits came at a cost of receiving a lower reward for misses. We found that participants made decisions that were in the direction of optimal and therefore demonstrated knowledge of future task performance. In experiment two, participants learned a novel target aiming task in which they were rewarded for target hits. Every five trials, they could choose a target size which varied inversely with reward value. Although participants’ decisions deviated from optimal, a model suggested that they took into account both past performance, and predicted future performance, when making their decisions. -
Summer 2020 Re Visiting a Past Event
REINVENTING AMERICAN DEMOCRACY FOR THE 21ST CENTURY THE INTERSECTION OF DEMOCRACY & RELIGION A Nation in Crisis SUMMER 2020 RE VISITING A PAST EVENT Policy Perspectives on Police Use of Lethal Force As America reckons with its relationship to police violence, we are reminded that progress can be slow. It has been more than five years since the deaths of Michael Brown and Eric Garner. On February 4, 2015, the Academy convened a discussion at the University of California, Berkeley, led by Andrea Roth (Assistant Professor of Law, University of California, Berkeley School of Law) and Franklin Zimring (William G. Simon Professor of Law, University of California, Berkeley School of Law) about the hundreds of people who are killed each year by police, the racial disparity among the victims, and the incomplete data that make analyzing the problem so difficult. The conversation also covered the effectiveness of various avenues for police reform. To read the full transcript of this event (published in the Spring 2015 issue of the Bulletin) and hundreds of other Stated Meetings from the last twenty years, please visit amacad.org/bulletin. A video of this event and many others can be found at youtube.com/americanacad. For more information about Academy events, please visit www.amacad.org/events. SUMMER 2020 CONTENTS Features 16 Letters from Members Letters upon election are an Academy tradition. Letters of reflection are something new. 20 Online Discussions A series of virtual programs on topics related to the COVID-19 pandemic. CONTENTS 4 Our Work 4 Reinventing American Democracy for the 21st Century 9 New Issue of Dædalus Explores the Intersection of Democracy & Religion 12 A New Profile of Humanities Departments Members 25 Noteworthy 9 Departments 3 From the President 28 From the Archives ON THE COVER: Several hundred doctors, nurses, and medical professionals gathered on June 5, 2020, in St. -
Download the Program
The first International Congress of Neuroimmunology was held in Stresa, Italy, in 1982 and wasThe organized first International by Drs. Peter Congress O. Behan of Neuroimmunology and Federico Spreafico. was held The in secondStresa, Italy,International in Congress1982 and of wasNeuroimmunology organized by Drs. was Peter held O.in Philadelphia,Behan and Federico PA, and Spreafico. was organised The second by C.S. Raine andInternational Dale E. McFarlin. Congress It was of atNeuroimmunology this meeting in Philadelphiawas held in inPhiladelphia, 1987 that itPA, was and decided was to startorganised an international by C.S. Raine society, and the Dale International E. McFarlin. Society It was ofat Neuroimmunology,this meeting in Philadelphia and an election wasin 1987held forthat a it panel was decided of officers. to start C.S. anRaine international was elected society, President, the International John Newson-Davis Society Vice President,of Neuroimmunology, Robert Lisak andTreasurer an election and Kenethwas held Johnson for a panel Secretary, of officers. together Cedric with S. an InternationalRaine was Advisoryelected President,Board. The John Society Newson-Davis was incorporated Vice President,in 1988. Subsequent Robert Lisak meetings wereTreasurer in Jerusalem and Kenneth 1991 (Oder Johnson Abramsky Secretary, and togetherHaim Ovadia), with Amsterdaman International 1994 (KeeAdvisory Lucas), Board. Montreal 1998 (Jack Antel and Trevor Owens), Edinburgh 2001 (John Greenwood,The Society Sandra was Amor,incorporated David Baker, in 1988.John -
Flexible Corticospinal Control of Muscles
Flexible Corticospinal Control of Muscles Najja J. Marshall Submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy under the Executive Committee of the Graduate School of Arts and Sciences COLUMBIA UNIVERSITY 2021 © 2021 Najja J. Marshall All Rights Reserved Abstract Flexible Corticospinal Control of Muscles Najja J. Marshall The exceptional abilities of top-tier athletes – from Simone Biles’ dizzying gymnastics to LeBron James’ gravity-defying bounds – can easily lead one to forget to marvel at the exceptional breadth of everyday movements. Whether holding a cup of coffee, reaching out to grab a falling object, or cycling at a quick clip, every motor action requires activating multiple muscles with the appropriate intensity and timing to move each limb or counteract the weight of an object. These actions are planned and executed by the motor cortex, which transmits its intentions to motoneurons in the spinal cord, which ultimately drive muscle contractions. A central problem in neuroscience is precisely how neural activity in cortex and the spinal cord gives rise to this diverse range of behaviors. At the level of spinal cord, this problem is considered to be well understood. A foundational tenet in motor control asserts that motoneurons are controlled by a single input to which they respond in a reliable and predictable manner to drive muscle activity, akin to the way that depressing a gas pedal by the same degree accelerates a car to a predictable speed. Theories of how motor cortex flexibly generates different behaviors are less firmly developed, but the available evidence indicates that cortical neurons are coordinated in a similarly simplistic, well-preserved manner. -
An Interview with Ewine Van Dishoeck
Issue 52 j October 2018 . Dear Colleagues, Welcome to the 5th anniversary edition of AstroPAH! What better way to cele- brate this festive occasion with you than with a show of lasers as featured on our cover. This year’s Nobel Prize in physics went to Arthur Ashkin, Gerard´ Mourou and Donna Strickland for their ground-breaking work in creating tools made of light. As the cover reveals, this has been of utmost importance to multiple fields amongst which astronomy and chemistry. Noteworthy is that Donna Strickland is the 3rd woman ever to win a Nobel Prize in physics (and the 1st in over 50 years). We would further like to celebrate our anniversary with a tribute to our Kavli-price winner Ewine van Dishoeck, who was awarded this ”Nobel-price for astronomy” for her ”combined contributions to observational, theoretical, and laboratory astrochemistry, elucidating the life cycle of interstellar clouds and the formation of stars and planets” Enjoy our interview with her in the In Focus. Of course our newsletter itself is also ’In Focus’ with some nice numbers from your feedback, showing our impact in the community. Thanks to all of you who responded to our survey! We will take your feedback into account to improve our newsletter and continue to keep you updated on the rich field of PAH-related research. We also thank everyone who has sent their paper abstracts to us, in this issue and all previous ones. Once again, our abstract section is full of interesting papers on the- oretical, experimental, and observational studies of astronomical PAHs and so much more. -
After Ramanujan Left Us– a Stock-Taking Exercise S
Ref: after-ramanujanls.tex Ver. Ref.: : 20200426a After Ramanujan left us– a stock-taking exercise S. Parthasarathy [email protected] 1 Remembering a giant This article is a sequel to my article on Ramanujan [14]. April 2020 will mark the death centenary of the legendary Indian mathe- matician – Srinivasa Ramanujan (22 December 1887 – 26 April 1920). There will be celebrations of course, but one way to honour Ramanujan would be to do some introspection and stock-taking. This is a short survey of notable achievements and contributions to mathematics by Indian institutions and by Indian mathematicians (born in India) and in the last hundred years since Ramanujan left us. It would be highly unfair to compare the achievements of an individual, Ramanujan, during his short life span (32 years), with the achievements of an entire nation over a century. We should also consider the context in which Ramanujan lived, and the most unfavourable and discouraging situation in which he grew up. We will still attempt a stock-taking, to record how far we have moved after Ramanujan left us. Note : The table below should not be used to compare the relative impor- tance or significance of the contributions listed there. It is impossible to list out the entire galaxy of mathematicians for a whole century. The table below may seem incomplete and may contain some inad- vertant errors. If you notice any major lacunae or omissions, or if you have any suggestions, please let me know at [email protected]. 1 April 1920 – April 2020 Year Name/instit. Topic Recognition 1 1949 Dattatreya Kaprekar constant, Ramchandra Kaprekar number Kaprekar [1] [2] 2 1968 P.C. -
Asian Nobel Prize' for Mapping the Universe 27 May 2010
Scientists win 'Asian Nobel Prize' for mapping the universe 27 May 2010 Three US scientists whose work helped map the category. universe are among the recipients of the one- million-US-dollar Shaw Prize, known as the "Asian (c) 2010 AFP Nobel," the competition's organisers said Thursday. Princeton University professors Lyman Page and David Spergel and Charles Bennett of Johns Hopkins University, won the award for an experiment that helped to determine the "geometry, age and composition of the universe to unprecedented precision." The trio will share the Shaw Prize's award for astronomy, with one-million-US-dollar prizes also awarded in the categories for mathematical sciences and life sciences and medicine. The University of California's David Julius won the award for life sciences and medicine for his "seminal discoveries" of how the skin senses pain and temperature, the organisers' statement said. "(Julius's) work has provided insights into fundamental mechanisms underlying the sense of touch as well as knowledge that opens the door to rational drug design for the treatment of chronic pain," the statement said. Princeton's Jean Bourgain won an award for his "profound work" in mathematical sciences, it said. The Shaw Prize, funded by Hong Kong film producer and philanthropist Run Run Shaw and first awarded in 2004, honours exceptional contributions "to the advancement of civilization and the well-being of humankind." The awards will be presented at a ceremony in Hong Kong on September 28. Last year, two scientists whose work challenged the assumption that obesity is caused by a lack of will power won the life sciences and medicine 1 / 2 APA citation: Scientists win 'Asian Nobel Prize' for mapping the universe (2010, May 27) retrieved 27 September 2021 from https://phys.org/news/2010-05-scientists-asian-nobel-prize-universe.html This document is subject to copyright. -
Professor Peter Goldreich Member of the Board of Adjudicators Chairman of the Selection Committee for the Prize in Astronomy
The Shaw Prize The Shaw Prize is an international award to honour individuals who are currently active in their respective fields and who have recently achieved distinguished and significant advances, who have made outstanding contributions in academic and scientific research or applications, or who in other domains have achieved excellence. The award is dedicated to furthering societal progress, enhancing quality of life, and enriching humanity’s spiritual civilization. Preference is to be given to individuals whose significant work was recently achieved and who are currently active in their respective fields. Founder's Biographical Note The Shaw Prize was established under the auspices of Mr Run Run Shaw. Mr Shaw, born in China in 1907, was a native of Ningbo County, Zhejiang Province. He joined his brother’s film company in China in the 1920s. During the 1950s he founded the film company Shaw Brothers (HK) Limited in Hong Kong. He was one of the founding members of Television Broadcasts Limited launched in Hong Kong in 1967. Mr Shaw also founded two charities, The Shaw Foundation Hong Kong and The Sir Run Run Shaw Charitable Trust, both dedicated to the promotion of education, scientific and technological research, medical and welfare services, and culture and the arts. ~ 1 ~ Message from the Chief Executive I warmly congratulate the six Shaw Laureates of 2014. Established in 2002 under the auspices of Mr Run Run Shaw, the Shaw Prize is a highly prestigious recognition of the role that scientists play in shaping the development of a modern world. Since the first award in 2004, 54 leading international scientists have been honoured for their ground-breaking discoveries which have expanded the frontiers of human knowledge and made significant contributions to humankind. -
Algebraic Geometry of Topological Spaces I 3
ALGEBRAIC GEOMETRY OF TOPOLOGICAL SPACES I GUILLERMO CORTINAS˜ AND ANDREAS THOM Abstract. We use techniques from both real and complex algebraic geometry to study K- theoretic and related invariants of the algebra C(X) of continuous complex-valued functions on a compact Hausdorff topological space X. For example, we prove a parametrized version of a theorem of Joseph Gubeladze; we show that if M is a countable, abelian, cancella- tive, torsion-free, seminormal monoid, and X is contractible, then every finitely generated n projective module over C(X)[M] is free. The particular case M = N0 gives a parametrized version of the celebrated theorem proved independently by Daniel Quillen and Andrei Suslin that finitely generated projective modules over a polynomial ring over a field are free. The conjecture of Jonathan Rosenberg which predicts the homotopy invariance of the negative algebraic K-theory of C(X) follows from the particular case M = Zn. We also give alge- braic conditions for a functor from commutative algebras to abelian groups to be homotopy invariant on C∗-algebras, and for a homology theory of commutative algebras to vanish on C∗-algebras. These criteria have numerous applications. For example, the vanishing cri- terion applied to nil-K-theory implies that commutative C∗-algebras are K-regular. As another application, we show that the familiar formulas of Hochschild-Kostant-Rosenberg and Loday-Quillen for the algebraic Hochschild and cyclic homology of the coordinate ring of a smooth algebraic variety remain valid for the algebraic Hochschild and cyclic homology of C(X). Applications to the conjectures of Be˘ılinson-Soul´eand Farrell-Jones are also given. -
Program of the Sessions San Diego, California, January 9–12, 2013
Program of the Sessions San Diego, California, January 9–12, 2013 AMS Short Course on Random Matrices, Part Monday, January 7 I MAA Short Course on Conceptual Climate Models, Part I 9:00 AM –3:45PM Room 4, Upper Level, San Diego Convention Center 8:30 AM –5:30PM Room 5B, Upper Level, San Diego Convention Center Organizer: Van Vu,YaleUniversity Organizers: Esther Widiasih,University of Arizona 8:00AM Registration outside Room 5A, SDCC Mary Lou Zeeman,Bowdoin upper level. College 9:00AM Random Matrices: The Universality James Walsh, Oberlin (5) phenomenon for Wigner ensemble. College Preliminary report. 7:30AM Registration outside Room 5A, SDCC Terence Tao, University of California Los upper level. Angles 8:30AM Zero-dimensional energy balance models. 10:45AM Universality of random matrices and (1) Hans Kaper, Georgetown University (6) Dyson Brownian Motion. Preliminary 10:30AM Hands-on Session: Dynamics of energy report. (2) balance models, I. Laszlo Erdos, LMU, Munich Anna Barry*, Institute for Math and Its Applications, and Samantha 2:30PM Free probability and Random matrices. Oestreicher*, University of Minnesota (7) Preliminary report. Alice Guionnet, Massachusetts Institute 2:00PM One-dimensional energy balance models. of Technology (3) Hans Kaper, Georgetown University 4:00PM Hands-on Session: Dynamics of energy NSF-EHR Grant Proposal Writing Workshop (4) balance models, II. Anna Barry*, Institute for Math and Its Applications, and Samantha 3:00 PM –6:00PM Marina Ballroom Oestreicher*, University of Minnesota F, 3rd Floor, Marriott The time limit for each AMS contributed paper in the sessions meeting will be found in Volume 34, Issue 1 of Abstracts is ten minutes. -
Combinatorial Topology and Applications to Quantum Field Theory
Combinatorial Topology and Applications to Quantum Field Theory by Ryan George Thorngren A dissertation submitted in partial satisfaction of the requirements for the degree of Doctor of Philosophy in Mathematics in the Graduate Division of the University of California, Berkeley Committee in charge: Professor Vivek Shende, Chair Professor Ian Agol Professor Constantin Teleman Professor Joel Moore Fall 2018 Abstract Combinatorial Topology and Applications to Quantum Field Theory by Ryan George Thorngren Doctor of Philosophy in Mathematics University of California, Berkeley Professor Vivek Shende, Chair Topology has become increasingly important in the study of many-body quantum mechanics, in both high energy and condensed matter applications. While the importance of smooth topology has long been appreciated in this context, especially with the rise of index theory, torsion phenomena and dis- crete group symmetries are relatively new directions. In this thesis, I collect some mathematical results and conjectures that I have encountered in the exploration of these new topics. I also give an introduction to some quantum field theory topics I hope will be accessible to topologists. 1 To my loving parents, kind friends, and patient teachers. i Contents I Discrete Topology Toolbox1 1 Basics4 1.1 Discrete Spaces..........................4 1.1.1 Cellular Maps and Cellular Approximation.......6 1.1.2 Triangulations and Barycentric Subdivision......6 1.1.3 PL-Manifolds and Combinatorial Duality........8 1.1.4 Discrete Morse Flows...................9 1.2 Chains, Cycles, Cochains, Cocycles............... 13 1.2.1 Chains, Cycles, and Homology.............. 13 1.2.2 Pushforward of Chains.................. 15 1.2.3 Cochains, Cocycles, and Cohomology......... -
Mathematical Sciences 2016
Infosys Prize Mathematical Sciences 2016 Number theory is the branch Ancient civilizations developed intricate of mathematics that deals with methods of counting. Sumerians, Mayans properties of whole numbers or and Greeks all show evidence of elaborate positive integers. mathematical calculations. Akshay Venkatesh Professor, Department of Mathematics, Stanford University, USA • B.Sc. in Mathematics from The University of Western Australia, Perth, Australia • Ph.D. in Mathematics from Princeton University, USA Numbers are Prof. Akshay Venkatesh is a very broad mathematician everything who has worked at the highest level in number theory, arithmetic geometry, topology, automorphic forms and Number theorists are particularly interested in ergodic theory. He is almost unique in his ability to fuse hyperbolic ‘tilings’. These ‘tiles’ carry a great deal of information that are significant in algebraic and analytic ideas to solve concrete and hard number theory. For example they are very problems in number theory. In addition, Venkatesh’s work on the interested in the characteristic frequencies of cohomology of arithmetic groups the tiles. These are the frequencies the tiles studies the shape of these tiles and would vibrate at, if they were used as drums. “I think there’s a lot of math in the world that’s not connects it with other areas of math. at university. Pure math is only one part of math but math is used in a lot of other subjects and I think that’s just as interesting. So learn as much as you can, about all the subjects around math and then see what strikes you as the most interesting.” Prof.