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         Group Theory:     more books (100)
  1. Groups as Galois Groups: An Introduction (Cambridge Studies in Advanced Mathematics) by Helmut Volklein, 1996-08-13
  2. Symmetry and Structure: Readable Group Theory for Chemists by Sidney F. A. Kettle, 2008-01-02

141. Entropy In Information Theory
A collection of links to online expository articles on entropy and theory of information, maintained by Roland Gunesch (Penn State).

142. Fremlin --- Measure Theory
D.H.Fremlin (Aug. 2001), University of Essex. Includes table of contents.
by D.H.Fremlin, University of Essex
(in preparation) In this treatise I aim to give a comprehensive description of modern abstract measure theory, with some indication of its principal applications. My intention is that the book should be usable both as a first introduction to the subject and as a reference work. The first two volumes are set at an introductory level; they are intended for students with a solid grounding in the concepts of real analysis, but possibly with rather limited detailed knowledge. The plan of the work is as follows:
  • Volume 1: The Irreducible Minimum Volume 2: Broad Foundations Volume 3: Measure Algebras Volume 4: Topological Measure Spaces Volume 5: Set-theoretic Measure Theory.
  • At present (November 2003) Volumes 1-4 have been published (see sales ), and I have got started on Volume 5. For more details, see contents and index (400KB); also the source files of Volume 1 Volume 2 Volume 3 and Volume 4 , which are printed under copyleft. In the contents pages for individual chapters you will find the codes for TeX files of current drafts, and PostScript files of results-only versions. See here for errata so far observed in published volumes.

    143. Shannon's Communication Theory
    A brief description.
    Claude Shannon (1916- )
    Communication Theory
    In the late 1940s Claude Shannon, a research mathematician at Bell Telephone Laboratories, invented a mathematical theory of communication that gave the first systematic framework in which to optimally design telephone systems. The main questions motivating this were how to design telephone systems to carry the maximum amount of information and how to correct for distortions on the lines.
    His ground-breaking approach introduced a simple abstraction of human communication, called the channel. Shannon's communication channel consisted of a sender (a source of information), a transmission medium (with noise and distortion), and a receiver (whose goal is to reconstruct the sender's messages).
    In order to quantitatively analyze transmission through the channel he also introduced a measure of the amount of information in a message. To Shannon the amount of information is a measure of surprise and is closely related to the chance of one of several messages being transmitted. For Shannon a message is very informative if the chance of its occurrence is small. If, in contrast, a message is very predictable, then it has a small amount of information-one is not surprised to receive it.
    To complete his quantiative analysis of the communication channel, Shannon introduced the entropy rate, a quantity that measured a source's information production rate and also a measure of the information carrying capacity, called the communication channel capacity.

    144. Theory Of Music
    Resources for learning and teaching music theory to grade 5 of the Associated Board (UK).
    Theory of Music - resources for teaching and learning – beginner to AB Grade 5
    Ted Kirk's Theory of Music Workshop – click here for full details and prices

    USEFUL LINKS Theory of Music - resources for teaching and learning – beginner to AB Grade 5
    Ted Kirk's Theory of Music Workshop – click here for full details and prices


    145. Other Graph Theory And Related Pages
    Miscellaneous pages collected by Stephen C. Locke.
    Other Graph Theory and Related Pages
    If you want me to add a link to your Combinatorics Page, contact Stephen C. Locke at . I make no promises about any of the pages you might get to from here. These are pages written by other people. As always, if you run across something you don't like, hit the back button.
    My Index
    Graph Theory Pages
    Gary Chartrand

    Ibrahim Cahit

    Chuck Lindsey
    ... at Florida Gulf Coast University. Some Lecture Notes from MAD 5305.
    Graph Theory Tutorial
    . Ran across this and this first page looked nice. Had some trouble that some links didn't work. Might try it out later. Chris Mawata University of Tennessee at Chattanooga. Some lessons.
    , communicated to me by Martin Laenger
    Knight's Tour
    material by Mark R. Keen
    If you are looking for algorithms, I don't know of very many sources. Don't forget to look at the maple software. It can calculate tutte polynomials , for example. I presume Mathematica also has software. The following list was sent to me by David Eppstein eppstein@euclid.ICS.UCI.EDU

    146. VoS - Voice Of The Shuttle
    A directory of links to literary criticism and analysis on the Internet, mostly scholarly.

    147. Index Theory, Geometric Scattering, And Differential Analysis On Manifolds With
    Several books by Richard Melrose et al. in PostScript.
    These are all postscript files. Mostly if you save them as something like, with the `.ps' and send them to a postscript printer you will be in business.
    The Heisenberg algebra, index theory and homology
    Charles Epstein, Richard Melrose and Gerardo Mendoza
    This is not yet finished, but it is getting close! Chapters from the latest revision will gradually appear. Most recent revision: 14th February, 2000
  • Parabolic compactification and symbols
  • Riemann-Weyl quantization
  • Isotropic algebras
  • Heisenberg and extended Heisenberg algebras
  • Toeplitz operators
    The Atiyah-Patodi-Singer Index Theorem
    Of course, it would be nicer for both of us if you went out and bought a copy.
    Still I much prefer you to take it from here than not read it at all!
  • Title and contents
  • First half
  • Second half
  • Index etc
    Geometric Scattering Theory
    This one is really cheap, and has a nice red cover.
  • Stanford lectures
    Differential analysis on manifolds with corners
    This was being revised over summer 1996. (I didn't finish it, ho hum.)
  • 148. Learning And Instruction The Theory-Into-Practice Database
    s of about fifty learning theories.......

    149. L. Levin. Theory Of Computation.
    Lecture notes for an undergraduate class taught by Leonid Levin at UC Berkeley.
    Leonid A. Levin. Fundamentals of Computing.
    The HTML files. The Postscript file. The DVI file. The LaTeX sources: Foreword.
  • Models of Computations; Polynomial Time and Church's Thesis.
  • Deterministic Computation.
  • Rigid Models.
  • Pointer Machines.
  • Simulation.
  • Universal Algorithm; Diagonal Results.
  • Universal Turing Machine.
  • Uncomputability; Goedel Theorem.
  • Intractability; Compression and Speed-up Theorems.
  • Games; Alternation; Exhaustive Search; Time v. Space.
  • How to Win.
  • Exponentially Hard Games.
  • Reductions; Non-Deterministic and Alternating TM; Time/Space.
  • Fast and Lean Computations.
  • Nondeterminism; Inverting Functions; Reductions.
  • Example of a Narrow Computation: Inverting a Function.
  • Complexity of NP Problems.
  • An NP-Complete Problem: Tiling.
  • Randomness in Computing.
  • A Monte-Carlo Primality Tester.
  • Randomized Algorithms and Random Inputs.
  • Randomness and Complexity.
  • Pseudo-randomness. ... References. You can also click for my papers (some online), my vitae, or my research overview.
  • 150. Set Theory Page
    Collection of links related to set theory.
    There are many sites on the Web that contain material explicitly or implicitly related to set theory. This page is intended to collect as many of these sites as possible, and provide links to them. Please submit your URL if you think your page is consistent with this program: email to

    151. Lecture Notes, UC Davis Philosophy 102
    A course on epistemology based on Lehrer's theory of Knowledge . By G. J. Mattey at UC Davis.
    Lecture Notes, UC Davis Philosophy 102
    Introduction : Theory of Knowledge Chapter 1 : The Analysis of Knowledge Chapter 2 : Truth and Acceptance Chapter 3 : The Foundation Theory: Infallible Foundationalism Chapter 4 : Fallible Foundations Chapter 5 : The Explanatory Coherence Theory Chapter 6 : Internal Coherence and Personal Justification Chapter 7 : Coherence, Truth, and Undefeated Justification Chapter 8 : Externalism and Epistemology Naturalized Chapter 9 : Skepticism Philosophy 102 Home Page G. J. Mattey's Home Page

    152. The Identity Theory Of Mind
    Evaluates the theory that holds that states and processes of the mind are identical to states and processes of the brain. From the Stanford Encyclopedia, by J. J. C. Smart.
    version history

    Stanford Encyclopedia of Philosophy
    A B C D ... Z
    This document uses XHTML-1/Unicode to format the display. Older browsers and/or operating systems may not display the formatting correctly. last substantive content change
    The Identity Theory of Mind
    are brain processes, not merely correlated with brain processes. states
    1. Historical Antecedents
    2. The Nature of the Identity Theory
    could be construed as referring to different things, different sequences of temporal stages of Venus, but not necessarily or most naturally so.) find out that the identity holds. Aristotle, after all, thought that the brain was for cooling the blood. Descartes thought that consciousness is immaterial. As remarked above, Place preferred to express the theory by the notion of constitution, whereas Smart preferred to make prominent the notion of identity as it occurs in the axioms of identity in logic. So Smart had to say that if sensation X is identical to brain process Y then if Y is between my ears and is straight or circular (absurdly to oversimplify) then the sensation X is between my ears and is straight or circular. Of course it is not presented to us as such in experience. Perhaps only the neuroscientist could know that it is straight or circular. The professor of anatomy might be identical with the dean of the medical school. A visitor might know that the professor hiccups in lectures but not know that the dean hiccups in lectures.

    153. Non-commutative Geometry And Representation Theory In Mathematical Physics
    Karlstad University, Karlstad, Sweden; 510 July 2004.

    154. Art, Design And Gestalt Theory
    by Roy Behrens, artist, writer, teacher.
    Art, Design and Gestalt Theory
    Roy R. Behrens
    Roy R. Behrens, (artist, writer, teacher), 2022 X Avenue, Dysart, IA 52224-9767, U.S.A. E-mail:
    Gestalt psychology began in Germany in 1910. While traveling by train on vacation, a 30-year-old Czech-born psychologist named Max Wertheimer was seized by an idea when he saw flashing lights at a railroad crossing that resembled lights encircling a theater marquee. He got off the train in Frankfurt am Main, where he bought a motion picture toy called a "zoetrope." When a strip of pictures is placed inside and viewed through the slits in a zoetrope, a succession of stationary pictures appear to be a single, moving picture. In his hotel room, Wertheimer made his own picture strips, consisting not of identifiable objects, but of simple abstract lines, ranging from vertical to horizontal. By varying these elements, he was able to investigate the conditions that contribute to the illusion of motion pictures, an effect that is technically known as "apparent movement" Years earlier, Wertheimer had studied in Prague with an Austrian philosopher named Christian von Ehrenfels, who had published a paper in 1890 entitled "On Gestalt Qualities" in which he pointed out that a melody is still recognizable when played in different keys, even though none of the notes are the same, and that abstract form attributes such as "squareness" or "angularity" can be conveyed by a wide range of specific elements. Clearly, argued Ehrenfels, if a melody and the notes that comprise it are so independent, then a whole is not simply the sum of its parts, but a synergistic "whole effect," or gestalt

    155. The Evolutionary Tales: Rhyme And Reason On Creation/Evolution
    Recasting of Chaucer's The Canterbury Tales to present evolutionary theory and the pseudoscientific nature of creation science by Ronald L. Ecker. Full text available online.
    The Evolutionary Tales
    Rhyme and Reason on
    with Apologies to Chaucer and Darwin
    Ronald L. Ecker
    Electronic Edition
    (continuously updated) ISBN 0-9636512-0-X
    for Anne
    and in memory of
    Terry Ecker
    The Tales
    About the Author ...
    Reviews/Book Order
    William Blake's The Ancient of Days
    The second printed edition of The Evolutionary Tales can
    be ordered electronically, through bookstores, or directly
    from the publisher. Click here for more information.
    Click here
    FREE counter and Web statistics from

    156. PR Probability
    Probability section of the mathematics eprint arXiv
    Fri 4 Jun 2004 Search Submit Retrieve Subscribe ... iFAQ
    PR Probability
    Calendar Search
    Authors: All AB CDE FGH ... U-Z
    New articles (last 12)
    4 Jun math.PR/0406067 Short-term equity dynamics and endogenous market fluctuations. Ted Theodosopoulos , Muffasir Badshah . 12 pages. PR DS OC
    4 Jun math.PR/0406052 Quasistationary distributions for one-dimensional diffusions with killing. David Steinsaltz , Steven N. Evans . 37 pages. U.C. Berkeley Department of Statistics Technical Report #637. PR SP
    2 Jun math.PR/0406015 Caballero Chaumont PR
    1 Jun math.PR/0405601 Random walks with $k$-wise independent increments. Itai Benjamini , Gady Kozma , Dan Romik PR CO
    4 Jun math.DS/0406059 On a class of one-sided Markov shifts. Ben-Zion Rubshtein DS PR
    3 Jun math-ph/0406001 Fluctuations of the one-dimensional polynuclear growth model with external sources. T. Imamura , T. Sasamoto . 43 pages. MP PR
    1 Jun quant-ph/0307217 The chaotic chameleon. Richard D. Gill . 7 pages. ( PR
    1 Jun quant-ph/0307188 On an Argument of David Deutsch. Richard D. Gill PR
    1 Jun quant-ph/0304013 A geometric proof of the Kochen-Specker no-go theorem. Richard D.

    157. Theory Of Analytical Space-Time
    theory of everything that unifies relativity and quantum mechanics.
    Free Web site hosting - Web Hosting - Choose an ISP NetZero High Speed Internet ... Dial up $14.95 or NetZero Internet Service $9.95 Welcome to the Site of Analytical Space-time! A new theory that fundamentally unifies
    and Quantum Mechanics in Chapter 2 Keywords: s pace, time, wave, deflection, rotation, black hole, gravitation, fundamental, unified theory, Lorentz transformation, cosmology, analytical, tast, astronomy, string We understand the world by learning and discovering the regularity in our experiences. There are two kinds of regularity, mechanical laws and statistical order. It is Theory of Analytical Space-Time that combines the both theoretically! Now that the new theory, as commented in a special physics review, has allowed us to see the aureole of God through the general effect of deflection or rotation of space-time, would it lead us to see the true face of God or comprehend the mind of God? Turn the key, you open the door. Chapter 1 Chapter 2 Best for IE5.X and 800*600 resolution Download PDF format in English only In case you can not access this website again or the webpages show too slowly, please try the master-site instead:

    158. IMusic Modern Showcase - The Juliana Theory On The ARTISTdirect Network
    Includes photographs, audio clips, a biography, album information, and a bulletin board.





    Local Scenes
    ClassifiedsFeatures ShowcasesSoundtracksThe Juliana Theory "When it all started 5 years ago, the farthest thing from my mind was any kind of experiment," says Brett Detar, front man for the juliana theory. When asked about his background of musical projects, a background which includes playing guitar for Solid State artist, Zao, he smirks, "Chad Alan and I just wanted to play a show at Illusions, the local dance club. That is all we really needed to be satisfied," he says, laughing, as he recalls the days long gone. 'iWhen he and I started our first band, Pensive, we just wanted to play and have fun... nothing special." But since that time, a lot of things have changed. In May of 1997, as Pensive began to slow down, Brett and Chad agreed upon starting a new project to continue playing music together. At about this same time, Chad was working with Jeremiah Momper, in a musical venture that died rather quickly. After it's collapse, Chad and Jeremiah determined to continue playing together in some type of side project. During this same period, Brett had been discussing the idea of starting a rock band with his good friend Josh Fiedler. Soon, everyone involved in each of these lesser undertakings concluded that the best possible option would be to merge all of their smaller projects together into one collective. Now, with the group of four, only a drummer was needed to complete the lineup. Josh, who previously played in the band Noisome was very fond of working with their drummer Neil Hebrank and recommended him highly to the new band. The group gave him a try and it worked. With Neil as the fifth and final member, the lineup was complete.
    Join Help Artist Album Song Tour Dates Movie Title Movie Cast/Crew Record Label Radio Musician Resource Retail Outlet Magazine Meta Site Venue Festival Promoter Ticket Seller Browse Artists by Alpha A B C D ... Z Browse Artist By Genre Browse Artist By Year HOME

    159. Algebraic K-Theory, Linear Algebraic Groups And Related Structures
    TMR network coordinated in Bielefeld. AG/

    160. Applied And Computational Category Theory
    A brief description of category theory, and some useful links.

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