Topological Aspects of Biosemiotics
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Ph.D. University of Iowa 1983, Area in Geometric Topology Especially Knot Theory
Ph.D. University of Iowa 1983, area in geometric topology especially knot theory. Faculty in the Department of Mathematics & Statistics, Saint Louis University. 1983 to 1987: Assistant Professor 1987 to 1994: Associate Professor 1994 to present: Professor 1. Evidence of teaching excellence Certificate for the nomination for best professor from Reiner Hall students, 2007. 2. Research papers 1. Non-algebraic killers of knot groups, Proceedings of the America Mathematical Society 95 (1985), 139-146. 2. Algebraic meridians of knot groups, Transactions of the American Mathematical Society 294 (1986), 733-747. 3. Isomorphisms and peripheral structure of knot groups, Mathematische Annalen 282 (1988), 343-348. 4. Seifert fibered surgery manifolds of composite knots, (with John Kalliongis) Proceedings of the American Mathematical Society 108 (1990), 1047-1053. 5. A note on incompressible surfaces in solid tori and in lens spaces, Proceedings of the International Conference on Knot Theory and Related Topics, Walter de Gruyter (1992), 213-229. 6. Incompressible surfaces in the knot manifolds of torus knots, Topology 33 (1994), 197- 201. 7. Topics in Classical Knot Theory, monograph written for talks given at the Institute of Mathematics, Academia Sinica, Taiwan, 1996. 8. Bracket and regular isotopy of singular link diagrams, preprint, 1998. 1 2 9. Regular isotopy of singular link diagrams, Proceedings of the American Mathematical Society 129 (2001), 2497-2502. 10. Normal holonomy and writhing number of polygonal knots, (with James Hebda), Pacific Journal of Mathematics 204, no. 1, 77 - 95, 2002. 11. Framing of knots satisfying differential relations, (with James Hebda), Transactions of the American Mathematics Society 356, no. -
Arxiv:Math/0307077V4
Table of Contents for the Handbook of Knot Theory William W. Menasco and Morwen B. Thistlethwaite, Editors (1) Colin Adams, Hyperbolic Knots (2) Joan S. Birman and Tara Brendle, Braids: A Survey (3) John Etnyre Legendrian and Transversal Knots (4) Greg Friedman, Knot Spinning (5) Jim Hoste, The Enumeration and Classification of Knots and Links (6) Louis Kauffman, Knot Diagramitics (7) Charles Livingston, A Survey of Classical Knot Concordance (8) Lee Rudolph, Knot Theory of Complex Plane Curves (9) Marty Scharlemann, Thin Position in the Theory of Classical Knots (10) Jeff Weeks, Computation of Hyperbolic Structures in Knot Theory arXiv:math/0307077v4 [math.GT] 26 Nov 2004 A SURVEY OF CLASSICAL KNOT CONCORDANCE CHARLES LIVINGSTON In 1926 Artin [3] described the construction of certain knotted 2–spheres in R4. The intersection of each of these knots with the standard R3 ⊂ R4 is a nontrivial knot in R3. Thus a natural problem is to identify which knots can occur as such slices of knotted 2–spheres. Initially it seemed possible that every knot is such a slice knot and it wasn’t until the early 1960s that Murasugi [86] and Fox and Milnor [24, 25] succeeded at proving that some knots are not slice. Slice knots can be used to define an equivalence relation on the set of knots in S3: knots K and J are equivalent if K# − J is slice. With this equivalence the set of knots becomes a group, the concordance group of knots. Much progress has been made in studying slice knots and the concordance group, yet some of the most easily asked questions remain untouched. -
The Social System of Systems Intelligence – a Study Based on Search Engine Method
In Essays on Systems Intelligence, eds. Raimo P. Hämäläinen and Esa Saarinen: pp. 119-133 Espoo: Aalto University, School of Science and Technology, Systems Analysis Laboratory Chapter 5 The Social System of Systems Intelligence – A Study Based on Search Engine Method Kalevi Kilkki This essay offers an preliminary study on systems intelligence as a social system based on four cornerstones: writings using the terminology of systems intelligence, search engines, models to describe the behavior of social phenomena, and a theory of social systems. As a result we provide an illustration of systems intelligence field as a network of key persons. The main conclusion is that the most promising area for systems intelligence as social system is to systematically apply positive psychology to develop organizational management and to solve our everyday problems. Introduction The social system of systems intelligence is an ambitious topic, particularly for a person without any formal studies in sociology. Moreover, systems intelligence is a novel area of science and, hence, the development of its social structures is in early phase. It is even possible to argue that there is not yet any social system of systems intelligence. The approach of this study is based on four cornerstones: first, the literature that has used concept of systems intelligence, second, search engines, third, models to describe the behavior of social phenomena, and forth, a theory of social systems. As a result we may be able to say something novel about the development of systems intelligence as a social system. As to the social systems this essay relies on the grand theory developed by Niklas Luhmann (Luhmann 1995). -
General Systems Theory
General Systems Theory Prepared by: Kenneth R. Thompson Head Researcher System-Predictive Technologies © Copyright 1996 to 2016 by Kenneth R. Thompson, System-Predictive Technologies, 2096 Elmore Avenue, Columbus, Ohio 43224-5019; All rights reserved. Intellectual materials contained herein may not be copied or summarized without written permission from the author. General Systems Theory Page 2 of 10 General Systems Theory General Systems Theory Background Summary In the 1920’s, Ludwig von Bertalanffy envisioned a General Systems Theory1. As a biologist, von Bertalanffy was concerned with behavioral and intentional systems. He clearly stated the mathematical foundations of his theory in his report “The History and Status of General Systems Theory”2: The goal obviously is to develop general systems theory in mathematical terms – a logico-mathematical field – because mathematics is the exact language permitting rigorous deductions and confirmation (or refusal) of theory. In the 1960’s, there were two major independent efforts made relating to developments in General Systems Theory. One was by the engineer and mathematician Mihajlo D. Mesarović, and the other was by the philosopher Elizabeth Steiner and the historian and mathematician George S. Maccia. The developments by Mesarović were more restrictive and in line with traditional developments of engineering models simulating various intentional systems, while the developments by Steiner and Maccia were more comprehensive and provided the first formalization of a Scientific Education Theory derived from General Systems Theory. Mesarović’s work, however, did lead to critical developments in mathematical models of General Systems; however, such characterizations were restricted to systems represented by a single relation.3 A true mathematical analysis of General Systems Theory requires the ability to recognize multiple relations for one system. -
Prospects in Topology
Annals of Mathematics Studies Number 138 Prospects in Topology PROCEEDINGS OF A CONFERENCE IN HONOR OF WILLIAM BROWDER edited by Frank Quinn PRINCETON UNIVERSITY PRESS PRINCETON, NEW JERSEY 1995 Copyright © 1995 by Princeton University Press ALL RIGHTS RESERVED The Annals of Mathematics Studies are edited by Luis A. Caffarelli, John N. Mather, and Elias M. Stein Princeton University Press books are printed on acid-free paper and meet the guidelines for permanence and durability of the Committee on Production Guidelines for Book Longevity of the Council on Library Resources Printed in the United States of America by Princeton Academic Press 10 987654321 Library of Congress Cataloging-in-Publication Data Prospects in topology : proceedings of a conference in honor of W illiam Browder / Edited by Frank Quinn. p. cm. — (Annals of mathematics studies ; no. 138) Conference held Mar. 1994, at Princeton University. Includes bibliographical references. ISB N 0-691-02729-3 (alk. paper). — ISBN 0-691-02728-5 (pbk. : alk. paper) 1. Topology— Congresses. I. Browder, William. II. Quinn, F. (Frank), 1946- . III. Series. QA611.A1P76 1996 514— dc20 95-25751 The publisher would like to acknowledge the editor of this volume for providing the camera-ready copy from which this book was printed PROSPECTS IN TOPOLOGY F r a n k Q u in n , E d it o r Proceedings of a conference in honor of William Browder Princeton, March 1994 Contents Foreword..........................................................................................................vii Program of the conference ................................................................................ix Mathematical descendants of William Browder...............................................xi A. Adem and R. J. Milgram, The mod 2 cohomology rings of rank 3 simple groups are Cohen-Macaulay........................................................................3 A. -
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Participatory Knowing: A Story-Centered Approach to Human Systems Jack Petranker Center for Creative Inquiry, 2425 Hillside Avenue, Berkeley, CA 94704, USA [email protected] Abstract The tendency of systems approaches to rely on and look for causal explanations creates problems for democratic practice. Causal analysis must generalize and thus assign fixed identities, which inevitably encourages viewing society in terms of competing interest groups whose conflicting goals move them inexorably toward conflict. A second problem with reliance on causality is the sheer complexity of causal analysis of complex social systems, which gives the expert analyst enjoys a claim to superior knowledge and de facto authority over community members. An alternative to causal analysis is to approach systems in ‘story-centered’ terms. Treating the story that the individual or collective ‘inhabits’ as the relevant system for analysis counters the anti-democratic tendencies identified above. Since stories—understood as such—are fluid and shifting, it becomes less natural to define individuals by their interests and identities; in turn, this encourages community participants to engage other community members as cohabitants rather than adversaries. And since story-inhabitants are better equipped than the expert to investigate the story within which they live and act, the authority of the expert is correspondingly reduced. Of the many levels at which story-centric analysis can proceed, a focus on the systemic nature of the environing story is especially appropriate to the needs of today’s complex and heterogeneous democracies. To engage the story at this level allows for honoring multiple stories in society without focusing exclusive at the level of story content, thus creating a foundation for dialog and shared inquiry even among those who inhabit widely varying story-worlds. -
Conservation Psychology
COMMUNITY ORGANIZING FOR WATERSHED RESTORATION: The Cotati Creek Critters Outreach Program by Jenny Blaker A project submitted to Sonoma State University in partial fulfillment of the requirements for the degree of MASTER OF ARTS in Interdisciplinary Studies : Conservation Psychology May 2006 COMMUNITY ORGANIZING FOR WATERSHED RESTORATION The Cotati Creek Critters Outreach Program by Jenny Blaker A project submitted to Sonoma State University in partial fulfillment of the requirements for the degree of MASTER OF ARTS in Interdisciplinary Studies : Conservation Psychology _______________________________________ Dr. Debora Hammond, Chair _______________________________________ Dr. Ardath Lee _______________________________________ Dr. Anna Warwick Sears _______________________________________ Date i Copyright 2006 By Jenny Blaker ii AUTHORIZATION FOR REPRODUCTION OF MASTER’S PROJECT Reproduction of this project is permitted with the condition that credit be given to the author. DATE:_______________________________ _______________________________ Signature _______________________________ Street Address _______________________________ City, State, Zip iii COMMUNITY ORGANIZING FOR WATERSHED RESTORATION The Cotati Creek Critters Outreach Program Project by Jenny Blaker ABSTRACT The Cotati Creek Critters is a watershed group conducting a habitat restoration project along the Laguna de Santa Rosa in Cotati. In June 2005 the group was awarded an Urban Stream Restoration grant from the California Department of Water Resources to involve the local community in planting 2,000 native trees and shrubs along the Laguna de Santa Rosa in Cotati over a two year period. The purpose of the Outreach Program is to recruit volunteers for the planting project and to foster a sense of stewardship in the local community by raising awareness of related issues in the Cotati area. This project embodies the intent of Conservation Psychology to understand and encourage behavior that promotes environmental sustainability. -
What Is Systems Theory?
What is Systems Theory? Systems theory is an interdisciplinary theory about the nature of complex systems in nature, society, and science, and is a framework by which one can investigate and/or describe any group of objects that work together to produce some result. This could be a single organism, any organization or society, or any electro-mechanical or informational artifact. As a technical and general academic area of study it predominantly refers to the science of systems that resulted from Bertalanffy's General System Theory (GST), among others, in initiating what became a project of systems research and practice. Systems theoretical approaches were later appropriated in other fields, such as in the structural functionalist sociology of Talcott Parsons and Niklas Luhmann . Contents - 1 Overview - 2 History - 3 Developments in system theories - 3.1 General systems research and systems inquiry - 3.2 Cybernetics - 3.3 Complex adaptive systems - 4 Applications of system theories - 4.1 Living systems theory - 4.2 Organizational theory - 4.3 Software and computing - 4.4 Sociology and Sociocybernetics - 4.5 System dynamics - 4.6 Systems engineering - 4.7 Systems psychology - 5 See also - 6 References - 7 Further reading - 8 External links - 9 Organisations // Overview 1 / 20 What is Systems Theory? Margaret Mead was an influential figure in systems theory. Contemporary ideas from systems theory have grown with diversified areas, exemplified by the work of Béla H. Bánáthy, ecological systems with Howard T. Odum, Eugene Odum and Fritj of Capra , organizational theory and management with individuals such as Peter Senge , interdisciplinary study with areas like Human Resource Development from the work of Richard A. -
Reflections on Constructivist Systemic Inquiry Traversing Territorial Scales
Reflections on constructivist systemic inquiry traversing territorial scales: The procedure of reaching authenticity of architectural research design project generated from social dynamics AR3A160 Lecture Series Research Methods Transitional Territories Studio Haozhuo Li 4734912 I INTRODUCTION Being aware: Know-that, know-how and know-why Research-methodological awareness is being aware of what, how, and why we use certain approaches during architectural research, thus a combination of ontological (know-that) and epistemological (know-how and know-why) inquiry. Fundamentally, it is a realization of the iterative process of research and design. Such a process helps us to define and sustain the essence of a research-design project,1 as the project should be coherent in terms of legibility. Research, defined as a systematic inquiry to generate new knowledge,2 means that knowing what we are doing in a reductionist way to systemize and organize our steps in practice, and that finally know how and why we have manipulated on certain foci, from which we are able to evaluate. Framing the assumptions during a research process into paradigms help us to communicate our understanding to broader audience, which is also beneficial for academic quality.3 Therefore, research-methodology includes critical thinking for design practices. It also triggers reflections on architectural profession, which is vital to the future role of architects. Both the study of certain tactics and methods that are culled from a methodology pool and outcomes of analysis can inform us possible tendency and dynamics of the world, from which we think of what role we are playing and will play in the future, and to what direction we can expand the scope of the discipline. -
CATEGORIFICATION in ALGEBRA and TOPOLOGY
CATEGORIFICATION in ALGEBRA and TOPOLOGY List of Participants, Schedule and Abstracts of Talks Department of Mathematics Uppsala University . CATEGORIFICATION in ALGEBRA and TOPOLOGY Department of Mathematics Uppsala University Uppsala, Sweden September 6-11, 2006 Supported by • The Swedish Research Council Organizers: • Volodymyr Mazorchuk, Department of Mathematics, Uppsala University; • Oleg Viro, Department of Mathematics, Uppsala University. 1 List of Participants: 1. Ole Andersson, Uppsala University, Sweden 2. Benjamin Audoux, Universite Toulouse, France 3. Dror Bar-Natan, University of Toronto, Canada 4. Anna Beliakova, Universitt Zrich, Switzerland 5. Johan Bjorklund, Uppsala University, Sweden 6. Christian Blanchet, Universite Bretagne-Sud, Vannes, France 7. Jonathan Brundan, University of Oregon, USA 8. Emily Burgunder, Universite de Montpellier II, France 9. Paolo Casati, Universita di Milano, Italy 10. Sergei Chmutov, Ohio State University, USA 11. Alexandre Costa-Leite, University of Neuchatel, Switzerland 12. Ernst Dieterich, Uppsala University, Sweden 13. Roger Fenn, Sussex University, UK 14. Peter Fiebig, Freiburg University, Germany 15. Karl-Heinz Fieseler, Uppsala University, Sweden 16. Anders Frisk, Uppsala University, Sweden 17. Charles Frohman, University of Iowa, USA 18. Juergen Fuchs, Karlstads University, Sweden 19. Patrick Gilmer, Louisiana State University, USA 20. Nikolaj Glazunov, Institute of Cybernetics, Kyiv, Ukraine 21. Ian Grojnowski, Cambridge University, UK 22. Jonas Hartwig, Chalmers University of Technology, Gothenburg, Sweden 2 23. Magnus Hellgren, Uppsala University, Sweden 24. Martin Herschend, Uppsala University, Sweden 25. Magnus Jacobsson, INdAM, Rome, Italy 26. Zhongli Jiang, BGP Science, P.R. China 27. Louis Kauffman, University of Illinois at Chicago, USA 28. Johan K˚ahrstr¨om, Uppsala University, Sweden 29. Sefi Ladkani, The Hebrew University of Jerusalem, Israel 30. -
In Tribute to Bela H. Banathy and His Inspiration of the Fuschl Conversations
P1: KVK pp1297-spaa-491524 SPAA.cls September 2, 2004 20:28 Systemic Practice and Action Research, Vol. 17, No. 4, August 2004 (C 2004) Repositing Thinking for Future Social Systems Design: In Tribute to Bela H. Banathy and His Inspiration of the Fuschl Conversations Gordon Dyer2 Received February 19, 2004; revised March 1, 2004 Contemporary systems activity can be divided into that stressing feasible and practical short-term measures, and that which is more ideal-aware, focussed on mid-longer term futures, and typically involving on-going community or social systems design. The paper highlights the key differences in approach, but then invites closer collaboration in the cause of the possible contribution that systems thinking could make for a longer term future, with Y3K (Year 3000) as a metaphor for this. This analysis, which derives from work undertaken at Asilomar 1995 and Fuschl conversations in 2000 and 2002, finds that contemporary social system design, which is driven by western culture and is action-oriented, needs adaptation before it could contribute to greater future global harmony. A truly comprehensive systems design process must accommodate a wide range of possible parameters in terms of culture, and appreciation of time and progress. An emerging paradigm as basis for thinking and engaging in social systems design work of the future is offered, which also has relevance to general systems practice. KEY WORDS: systems practice; contemporary social systems design; comprehensive social systems design; Y3K. 1. INTRODUCTION At the beginning of the twenty-first century, a very diverse range of activ- ity within the general field of systems thinking and practice can be identified, with systems applications evident in many different professional fields. -