Fermilab Fermilab Core Computing Division

Library Home |  Ask a Librarian library@fnal.gov |  Book Catalog |  Library Journals |  Requests |  SPIRES |  Fermilab Documents |

Fermilab Library
SPIRES-BOOKS: FIND KEYWORD HISTORICAL LINGUISTICS *END*INIT* use /tmp/qspiwww.webspi1/9336.113 QRY 131.225.70.96 . find keyword historical linguistics ( in books using www Cover
Image
Call number:9783319394459:ONLINE Show nearby items on shelf
Title:Maths Meets Myths: Quantitative Approaches to Ancient Narratives
Author(s):
Date:2017
Size:1 online resource (X, 228 p. 64 illus., 47 illus. in color p.)
Contents:Preface -- Foreword -- Introduction -- Cognitive and Network Constraints in Real Life and Literature -- A Networks Approach to Mythological Epics -- Medieval Historical, Hagiographical and Biographical Networks -- Peopling of the New
World from data on distributions of folklore motifs -- Phylogenetics Meets Folklore: Bioinformatic Approaches to the Study of International Folktales -- Analyses of a VirtualWorld -- Ghostscope: Conceptual Mapping of Supernatural
Phenomena in a Large Folklore Corpus -- Complex Networks of Words in Fables -- Analysing and Restoring the Chronology of the Irish Annals -- Mapping Literate Networks in Early Medieval Ireland Quantitative Realities, Social
Mythologies? -- How quantitative methods can shed light on a problem of comparative mythology: The myth of the struggle for supremacy between two groups of deities reconsidered
ISBN:9783319394459
Series:eBooks
Series:Springer eBooks
Series:Springer 2017 package
Keywords: Physics , History , Medieval philosophy , Historical linguistics , Social sciences , Physics , Applications of Graph Theory and Complex Networks , History, general , Methodology of the Social Sciences , Historical Linguistics , Medieval Philosophy
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-2012-9783034803793:ONLINE Show nearby items on shelf
Title:Around and Beyond the Square of Opposition [electronic resource]
Author(s): Jean-Yves Bziau
Dale Jacquette
Date:2012
Publisher:Basel : Springer Basel
Size:1 online resource
Note:Springer e-book platform
Note:Springer 2013 e-book collections
Note:The theory of oppositions based on Aristotelian foundations of logic has been pictured in a striking square diagram which can be understood and applied in many different ways having repercussions in various fields: epistemology,linguistics, mathemati cs, sociology, physics. The square can also be generalized in other two-dimensional or multi-dimensional objects extending in breadth and depth the original Aristotelian theory. The square of opposition is a veryattractive theme which has been going throu gh centuries without evaporating. Since 10 years there is a new growing interest for the square due to recent discoveries and challenging interpretations. This book presents a collection ofpreviously unpublished papers by high level specialists of the squ are from all over the world
Note:Springer eBooks
Contents:1 Historical and Critical Aspects of the Square
2 Philosophical Discussions around the Square of Opposition
3 The Square of Opposition and Non
Classical Logics
4 Constructions Generalizing the Square of Opposition
5 Applications of the Square of Opposition
ISBN:9783034803793
Series:e-books
Series:SpringerLink (Online service)
Series:Studies in Universal Logic
Series:Mathematics and Statistics (Springer-11649)
Keywords: Mathematics , Logic , Logic, Symbolic and mathematical
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-2009-9783540688327:ONLINE Show nearby items on shelf
Title:Historical Encyclopedia of Natural and Mathematical Sciences [electronic resource]
Author(s): Ari Ben-Menahem
Date:2009
Publisher:Berlin, Heidelberg : Springer Berlin Heidelberg
Size:1 online resource
Note:Springer e-book platform
Note:Springer 2013 e-book collections
Note:This milestone extensive work combines the essentials of history biography, chronology, political and economic background with the observations, theories, principles, laws and equations that constitute the specifics ofscience. The 5800-page Encyclo pedia arises from the conviction that the optimal perspective on science is through the lens of history, setting aside traditional divisions of discipline and specialty, and rising above geopoliticalboundaries. Reaching from 4,200 BCE to the 21st century CE, the Encyclopedia relates (as the author himself puts it) not only who did it and when it was done but also precisely what was done. The author, Ari Ben-Menahem, surveys100 generations of great thinkers, offering 2070 detailed biographies of scientists , engineers, explorers and inventors, who left their mark on the history of science and technology. The span of coverage is all-encompassing:mathematics, philosophy, logic, physical and environmental sciences (including physics, chemistry, astronomy, eart h and space sciences and cosmology), life sciences (biology, medicine, physiology, botany, zoology and biochemistry),associated engineering disciplines, and the social sciences (among them economics, psychology, sociology, anthropology, linguistics and mo re). The six-volume Encyclopedia also includes 380 articles summarizing the time-line of ideas inthe leading fields of science, technology, mathematics and philosophy, plus useful tables, figures and photos, and 20 Science Progress Reports detailing scien tific setbacks. Interspersed throughout are quotations, gathered fromthe wit and wisdom of sages, savants and scholars throughout the ages from antiquity to modern times
Note:Springer eBooks
ISBN:9783540688327
Series:e-books
Series:SpringerLink (Online service)
Series:Mathematics and Statistics (Springer-11649)
Keywords: Mathematics , Geography , Life sciences , Environmental sciences , Humanities
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-2002-9783034881418:ONLINE Show nearby items on shelf
Title:The Topos of Music Geometric Logic of Concepts, Theory, and Performance
Author(s): Guerino Mazzola
Date:2002
Size:1 online resource (1344 p.)
Note:10.1007/978-3-0348-8141-8
Contents:I Introduction and Orientation -- 1 What is Music About? -- 1.1 Fundamental Activities -- 1.2 Fundamental Scientific Domains -- 2 Topography -- 2.1 Layers of Reality -- 2.1.1 Physical Reality -- 2.1.2 Mental Reality -- 2.1.3
Psychological Reality -- 2.2 Molino’s Communication Stream -- 2.2.1 Creator and Poietic Level -- 2.2.2 Work and Neutral Level -- 2.2.3 Listener and Esthesic Level -- 2.3 Semiosis -- 2.3.1 Expressions -- 2.3.2 Content -- 2.3.3 The
Process of Signification -- 2.3.4 A Short Overview of Music Semiotics -- 2.4 The Cube of Local Topography -- 2.5 Topographical Navigation -- 3 Musical Ontology -- 3.1 Where is Music? -- 3.2 Depth and Complexity -- 4 Models and
Experiments in Musicology -- 4.1 Interior and Exterior Nature -- 4.2 What Is a Musicological Experiment? -- 4.3 Questions—Experiments of the Mind -- 4.4 New Scientific Paradigms and Collaboratories -- II Navigation on Concept Spaces --
5 Navigation -- 5.1 Music in the EncycloSpace -- 5.2 Receptive Navigation -- 5.3 Productive Navigation -- 6 Denotators -- 6.1 Universal Concept Formats -- 6.1.1 First Naive Approach To Denotators -- 6.1.2 Interpretations and Comments
-- 6.1.3 Ordering Denotators and ‘Concept Leafing’ -- 6.2 Forms -- 6.2.1 Variable Addresses -- 6.2.2 Formal Definition -- 6.2.3 Discussion of the Form Typology -- 6.3 Denotators -- 6.3.1 Formal Definition of a Denotator -- 6.4
Anchoring Forms in Modules -- 6.4.1 First Examples and Comments on Modules in Music -- 6.5 Regular and Circular Forms -- 6.6 Regular Denotators -- 6.7 Circular Denotators -- 6.8 Ordering on Forms and Denotators -- 6.8.1 Concretizations
and Applications -- 6.9 Concept Surgery and Denotator Semantics -- III Local Theory -- 7 Local Compositions -- 7.1 The Objects of Local Theory -- 7.2 First Local Music Objects -- 7.2.1 Chords and Scales -- 7.2.2 Local Meters and Local
Rhythms -- 7.2.3 Motives -- 7.3 Functorial Local Compositions -- 7.4 First Elements of Local Theory -- 7.5 Alterations Are Tangents -- 7.5.1 The Theorem of Mason—Mazzola -- 8 Symmetries and Morphisms -- 8.1 Symmetries in Music -- 8.1.1
Elementary Examples -- 8.2 Morphisms of Local Compositions -- 8.3 Categories of Local Compositions -- 8.3.1 Commenting the Concatenation Principle -- 8.3.2 Embedding and Addressed Adjointness -- 8.3.3 Universal Constructions on Local
Compositions -- 8.3.4 The Address Question -- 8.3.5 Categories of Commutative Local Compositions -- 9 Yoneda Perspectives -- 9.1 Morphisms Are Points -- 9.2 Yoneda’s Fundamental Lemma -- 9.3 The Yoneda Philosophy -- 9.4 Understanding
Fine and Other Arts -- 9.4.1 Painting and Music -- 9.4.2 The Art of Object-Oriented Programming -- 10 Paradigmatic Classification -- 10.1 Paradigmata in Musicology, Linguistics, and Mathematics -- 10.2 Transformation -- 10.3 Similarity
-- 10.4 Fuzzy Concepts in the Humanities -- 11 Orbits -- 11.1 Gestalt and Symmetry Groups -- 11.2 The Framework for Local Classification -- 11.3 Orbits of Elementary Structures -- 11.3.1 Classification Techniques -- 11.3.2 The Local
Classification Theorem -- 11.3.3 The Finite Case -- 11.3.4 Dimension -- 11.3.5 Chords -- 11.3.6 Empirical Harmonic Vocabularies -- 11.3.7 Self-addressed Chords -- 11.3.8 Motives -- 11.4 Enumeration Theory -- 11.4.1 Pólya and de Bruijn
Theory -- 11.4.2 Big Science for Big Numbers -- 11.5 Group-theoretical Methods in Composition and Theory -- 11.5.1 Aspects of Serialism -- 11.5.2 The American Tradition -- 11.6 Esthetic Implications of Classification -- 11.6.1
Jakobson’s Poetic Function -- 11.6.2 Motivic Analysis: Schubert/Stolberg “Lied auf dem Wasser zu singen...” -- 11.6.3 Composition: Mazzola/Baudelaire “La mort des artistes” -- 11.7 Mathematical Reflections on Historicity in Music --
11.7.1 Jean-Jacques Nattiez’ Paradigmatic Theme -- 11.7.2 Groups as a Parameter of Historicity -- 12 Topological Specialization -- 12.1 What Ehrenfels Neglected -- 12.2 Topology -- 12.2.1 Metrical Comparison -- 12.2.2 Specialization
Morphisms of Local Compositions -- 12.3 The Problem of Sound Classification -- 12.3.1 Topographic Determinants of Sound Descriptions -- 12.3.2 Varieties of Sounds -- 12.3.3 Semiotics of Sound Classification -- 12.4 Making the Vague
Precise -- IV Global Theory -- 13 Global Compositions -- 13.1 The Local-Global Dichotomy in Music -- 13.1.1 Musical and Mathematical Manifolds -- 13.2 What Are Global Compositions? -- 13.2.1 The Nerve of an Objective Global Composition
-- 13.3 Functorial Global Compositions -- 13.4 Interpretations and the Vocabulary of Global Concepts -- 13.4.1 Iterated Interpretations -- 13.4.2 The Pitch Domain: Chains of Thirds, Ecclesiastical Modes, Triadic and Quaternary Degrees
-- 13.4.3 Interpreting Time: Global Meters and Rhythms -- 13.4.4 Motivic Interpretations: Melodies and Themes -- 14 Global Perspectives -- 14.1 Musical Motivation -- 14.2 Global Morphisms -- 14.3 Local Domains -- 14.4 Nerves -- 14.5
Simplicial Weights -- 14.6 Categories of Commutative Global Compositions -- 15 Global Classification -- 15.1 Module Complexes -- 15.1.1 Global Affine Functions -- 15.1.2 Bilinear and Exterior Forms -- 15.1.3 Deviation: Compositions vs.
“Molecules” -- 15.2 The Resolution of a Global Composition -- 15.2.1 Global Standard Compositions -- 15.2.2 Compositions from Module Complexes -- 15.3 Orbits of Module Complexes Are Classifying -- 15.3.1 Combinatorial Group Actions --
15.3.2 Classifying Spaces -- 16 Classifying Interpretations -- 16.1 Characterization of Interpretable Compositions -- 16.1.1 Automorphism Groups of Interpretable Compositions -- 16.1.2 A Cohomological Criterion -- 16.2 Global
Enumeration Theory -- 16.2.1 Tesselation -- 16.2.2 Mosaics -- 16.2.3 Classifying Rational Rhythms and Canons -- 16.3 Global American Set Theory -- 16.4 Interpretable “Molecules” -- 17 Esthetics and Classification -- 17.1 Understanding
by Resolution: An Illustrative Example -- 17.2 Varese’s Program and Yoneda’s Lemma -- 18 Predicates -- 18.1 What Is the Case: The Existence Problem -- 18.1.1 Merging Systematic and Historical Musicology -- 18.2 Textual and Paratextual
Semiosis -- 18.2.1 Textual and Paratextual Signification -- 18.3 Textuality -- 18.3.1 The Category of Denotators -- 18.3.2 Textual Semiosis -- 18.3.3 Atomic Predicates -- 18.3.4 Logical and Geometric Motivation -- 18.4 Paratextuality
-- 19 Topoi of Music -- 19.1 The Grothendieck Topology -- 19.1.1 Cohomology -- 19.1.2 Marginalia on Presheaves -- 19.2 The Topos of Music: An Overview -- 20 Visualization Principles -- 20.1 Problems -- 20.2 Folding Dimensions -- 20.2.1
?2 ? ? -- 20.2.1 ?n ? ? -- 20.2.3 An Explicit Construction of ? with Special Values -- 20.3 Folding Denotators -- 20.3.1 Folding Limits -- 20.3.2 Folding Colimits -- 20.3.3 Folding Powersets -- 20.3.4 Folding Circular Denotators --
20.4 Compound Parametrized Objects -- 20.5 Examples -- V Topologies for Rhythm and Motives -- 21 Metrics and Rhythmics -- 21.1 Review of Riemann and Jackendoff—Lerdahl Theories -- 21.1.1 Riemann’s Weights -- 21.1.2 Jackendoff—Lerdahl:
Intrinsic Versus Extrinsic Time Structures -- 21.2 Topologies of Global Meters and Associated Weights -- 21.3 Macro-Events in the Time Domain -- 22 Motif Gestalts -- 22.1 Motivic Interpretation -- 22.2 Shape Types -- 22.2.1 Examples of
Shape Types -- 22.3 Metrical Similarity -- 22.3.1 Examples of Distance Functions -- 22.4 Paradigmatic Groups -- 22.4.1 Examples of Paradigmatic Groups -- 22.5 Pseudo-metrics on Orbits -- 22.6 Topologies on Gestalts -- 22.6.1 The
Inheritance Property -- 22.6.2 Cognitive Aspects of Inheritance -- 22.6.3 Epsilon Topologies -- 22.7 First Properties of the Epsilon Topologies -- 22.7.1 Toroidal Topologies -- 22.8 Rudolph Reti’s Motivic Analysis Revisited -- 22.8.1
Review of Concepts -- 22.8.2 Reconstruction -- 22.9 Motivic Weights -- VI Harmony -- 23 Critical Preliminaries -- 23.1 Hugo Riemann -- 23.2 Paul Hindemith -- 23.3 Heinrich Schenker and Friedrich Salzer -- 24 Harmonic Topology -- 24.1
Chord Perspectives -- 24.1.1 Euler Perspectives -- 24.1.2 12-tempered Perspectives -- 24.1.3 Enharmonic Projection -- 24.2 Chord Topologies -- 24.2.1 Extension and Intension -- 24.2.2 Extension and Intension Topologies -- 24.2.3
Faithful Addresses -- 24.2.4 The Saturation Sheaf -- 25 Harmonic Semantics -- 25.1 Harmonic Signs—Overview -- 25.2 Degree Theory -- 25.2.1 Chains of Thirds -- 25.2.2 American Jazz Theory -- 25.2.3 Hans Straub: General Degrees in
General Scales -- 25.3 Function Theory -- 25.3.1 Canonical Morphemes for European Harmony -- 25.3.2 Riemann Matrices -- 25.3.3 Chains of Thirds -- 25.3.4 Tonal Functions from Absorbing Addresses -- 26 Cadence -- 26.1 Making the Concept
Precise -- 26.2 Classical Cadences Relating to 12-tempered Intonation -- 26.2.1 Cadences in Triadic Interpretations of Diatonic Scales -- 26.2.2 Cadences in More General Interpretations -- 26.3 Cadences in Self-addressed Tonalities of
Morphology -- 26.4 Self-addressed Cadences by Symmetries and Morphisms -- 26.5 Cadences for Just Intonation -- 26.5.1 Tonalities in Third-Fifth Intonation -- 26.5.2 Tonalities in Pythagorean Intonation -- 27 Modulation -- 27.1 Modeling
Modulation by Particle Interaction -- 27.1.1 Models and the Anthropic Principle -- 27.1.2 Classical Motivation and Heuristics -- 27.1.3 The General Background -- 27.1.4 The Well-Tempered Case -- 27.1.5 Reconstructing the Diatonic Scale
from Modulation -- 27.1.6 The Case of Just Tuning -- 27.1.7 Quantized Modulations and Modulation Domains for Selected Scales -- 27.2 Harmonic Tension -- 27.2.1 The Riemann Algebra -- 27.2.2 Weights on the Riemann Algebra -- 27.2.3
Harmonic Tensions from Classical Harmony? -- 27.2.4 Optimizing Harmonic Paths -- 28 Applications -- 28.1 First Examples -- 28.1.1 Johann Sebastian Bach: Choral from “Himmelfahrtsoratorium” -- 28.1.2 Wolfgang Amadeus Mozart:
“Zauberflöte”, Choir of Priests -- 28.1.3 Claude Debussy: “Préludes”, Livre 1, No.4 -- 28.2 Modulation in Beethoven’s Sonata op.106, 1stMovement --
ISBN:9783034881418
Series:eBooks
Series:SpringerLink (Online service)
Series:Springer eBooks
Keywords: Mathematics , Philosophy and science , Algebraic geometry , Applied mathematics , Engineering mathematics , Visualization , Geometry , Mathematics , Applications of Mathematics , Philosophy of Science , Geometry , Algebraic Geometry , Mathematics, general , Visualization
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-2001-9783662077917:ONLINE Show nearby items on shelf
Title:Historical and Biographical Reflections and Syntheses
Author(s):
Date:2001
Size:1 online resource (536 p.)
Note:10.1007/978-3-662-07791-7
Contents:Historical and Biographical Reflections and Syntheses -- Historical and Biographical Reflections and Syntheses -- Autobiographical Essays and Interviews -- A Physicist Looks at the Soul -- The Scientist and Society -- Changes in
Physics During My Time in Princeton and Plans for the Future in Retirement -- A Conversation with Eugene Wigner by J. Walsh -- (in Honor of Marcos Moshinsky) -- Recollections and Expectations -- An Interview with Eugene Paul. Wigner by
I. Kardos -- The Citation: Eugene Paul Wigner -- Response to Citation by James R. Killian Jr. -- Biographical Sketches -- Enrico Fermi -- New Editor of “Reviews of Modern Physics”: E. U. Condon -- The Scientific Work of John von
Neumann -- John von Neumann -- Biographical Notice of Maria Goeppert Mayer -- An Appreciation on the 60th Birthday of Edward Teller -- Leo Szilard -- Obituary: Maria Goeppert Mayer -- Obituary: Werner K. Heisenberg -- Obituary: Michael
Polanyi -- Michael Polanyi -- Obituary: Eugene Feenberg -- The Wigner Medal: A Tribute to Valentine Bargmann -- Concluding Remarks -- Einstein — A Memoir -- Erinnerungen an Albert Einstein -- Thirty Years of Knowing Einstein --
Biography of John von Neumann -- Celebration of the 80th Year of Paul Harteck -- Address Delivered to the Memorial Meeting [for Paul Dirac] in Tallahassee -- New Light on Einstein Letter -- Remembering Paul Dirac -- Science -- Roots of
the Atomic Age -- On the Fermi, ?-Disintegration Theory -- The Role of Mathematical Methods in Physical Theories -- The International Oxford Conference on Nuclear Physics -- Convocation Address at the University of Alberta -- Pure and
Applied Nuclear Physics in East and West -- Conference on Invariance Mexico City, July 20–August 30, 1959 -- Review of the Second Gatlinburg Conference on Reactions Between Complex Nuclei -- Union of the German Physical Societies:
Report of Annual Meeting -- The Scientist: His Increased Responsibilities -- Fermi Award: AEC Honors Teller for Contributions to Nuclear Science -- Science: The New Particles and Their Radiations -- The Impact of Success on Science --
The Roles of Primitive Knowledge, of Language, and of Mathematics in the Physicsal Sciences -- E. P. Wigner’s Comments at the Roundtable Discussion at the Conference on Nuclear Cross Sections and Technology -- The Unity of Science --
The Unity of Science: Closing Summary -- The Scope and Promise of Science -- Methods -- Mathematical Physics -- The Physical Sciences -- The Physical Sciences: Committee Chairman’s Summary -- The Future Vocation of Science -- The
Future of Science — What One Can Hope For -- The Neutron: The Impact of Its Discovery and Its Uses -- On Science and Its Evolution -- Reflections on the Role and Purpose of Science -- The Miracle of Science -- Science, Its Future and
Purpose -- Science and Society -- Reflections on the Atomic Bomb -- Science in Two Worlds: Its Accomplishments and Aims -- Ethics in the Relationship Between Science and Society -- Science and Society -- Science and Technology for
Affluence and Satisfaction -- Book Reviews -- Review of “Kinematic Relativity: A Sequel to Relativity, Gravitation, and World Structure” -- Review of “Theoretical Nuclear Physics” -- Review of “Handbuch der Physik, Vol. 1: Mathematical
Methods” -- Review of “Proceedings of the Rehovoth Conference on Nuclear Structure” -- Review of “Elements de Physique Nucléaire” -- Review of “Fast Reactor Cross Sections” -- Review of “American Scientists and Nuclear Weapons Polic y”
-- Review of “The Inspiration of Science” -- Review of “Nuclear Shell Theory” -- Review of “The Quantum Theory of Fields. Proceedings of the 1961 Solvay Conference” -- Review of “Internal Factors in Evolution” -- Review of “Theory of
Groups in Classical and Quantum Physics, Vol. I: Mathematical Structures and the Foundations of Quantum Theory” -- Review of “Of Molecules and Men” -- Review of “The Role of Mathematics in the Rise of Science” -- Review of “Nuclear War
and Nuclear Peace” -- Review of “Formulas and Theorems for the Special Functions of Mathematical Physics” -- Review of “Random Matrices and the Statistical Theory of Energy Levels” -- Review of “Reflections on Big Science” -- Review of
“Relaxation in Shock Waves” -- Review of “Annual Review of Nuclear Science” -- Review of “Symmetry Discovered: Concepts and Applications in Nature and Science” -- Review of “The Advisors — Oppenheimer, Teller, and the Superbomb” --
Review of “Albert Einsein, The Human Side: New Glimpses from His Archives” -- Review of “A Perspective of Physics”
ISBN:9783662077917
Series:eBooks
Series:SpringerLink (Online service)
Series:Springer eBooks
Series:Historical, Philosophical, and Socio-Political Papers : B / 7
Keywords: Physics , Philosophy , Mathematics , Philology , Linguistics , Nuclear physics , Heavy ions , Hadrons , Atoms , Physics , Nuclear Physics, Heavy Ions, Hadrons , Atomic, Molecular, Optical and Plasma Physics , Language and Literature , Physics, general , Philosophy, general , Mathematics, general
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-1999-9781461217664:ONLINE Show nearby items on shelf
Title:The Language of Physics The Calculus and the Development of Theoretical Physics in Europe, 1750–1914
Author(s): Elizabeth Garber
Date:1999
Size:1 online resource (399 p.)
Note:10.1007/978-1-4612-1766-4
Contents:I: Introduction -- Mathematics and Modern Physics -- Modern Physics -- Earlier Historical Approaches to Modern Physics -- Mathematics as Language -- Organization of the Text -- I: Eighteenth-Century Science -- II: Vibrating Strings
and Eighteenth-Century Mechanics -- III: Eighteenth-Century Physics and Mathematics: A Reassessment -- II: Transitions, 1790–1830 -- IV: “Empirical Literalism”: Mathematical Versus Experimental Physics in France, 1790–1830 -- V: On the
Margins: Experimental Physics and Mathematics in the German States, 1790–1830 -- VI: On the Margins: Experimental Philosophy and Mathematics in Britain, 1790–1830 -- III: Transformations, 1830–1870 -- VII: From Natural Philosophy and
“Mixed Mathematics” to Theoretical and Experimental Physics: Britain, 1830–1870 -- VIII: Physics and Mathematics in the German States, 1830–1870 -- IV: Conclusions and Epilogue -- IX: Physics About 1870 and the “Decline” of French
Physics -- X: Epilogue: Forging New Relationships: 1870–1914
ISBN:9781461217664
Series:eBooks
Series:SpringerLink (Online service)
Series:Springer eBooks
Keywords: Physics , History , Mathematics , Historical linguistics , Physics , Physics, general , History of Science , History and Philosophical Foundations of Physics , Historical Linguistics , History of Mathematical Sciences , Mathematical Methods in Physics
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-1997-9789401156943:ONLINE Show nearby items on shelf
Title:Multi-Dimensional Modal Logic
Author(s): Maarten Marx
Date:1997
Size:1 online resource (239 p.)
Note:10.1007/978-94-011-5694-3
Contents:1 Multi-dimensional modal logic -- 1.1 What is multi-dimensional modal logic? -- 1.2 Manifestations of multi-dimensional modal logics -- 1.3 Themes and questions -- 1.4 Overview of the book -- 1.5 How to read this book -- 2
Two-dimensional modal logics -- 2.1 Operations on the square universe -- 2.2 Axiomatizing S5-square -- 2.3 Cylindric modal logic of squares -- 2.4 The modal logic of composition -- 2.5 A two-dimensional temporal logic -- 2.6 Historical
notes -- 3 Arrow logic -- 3.1 Introduction -- 3.2 Motivation -- 3.3 Arrow logic and relation algebras -- 3.4 Connection with first order logic -- 3.5 Characterizing (local) squares -- 3.6 Axiomatizing (local) squares -- 3.7
Decidability and interpolation -- 3.8 Temporal arrow logic -- 3.9 Other directions in arrow logic -- 4 Modal logics of intervals -- 4.1 Introduction -- 4.2 The System HS: Introduction -- 4.3 The system HS: expressiveness -- 4.4 The
System HS: Axiomatics -- 5 Modal logics of relations -- 5.1 Introduction -- 5.2 Modalizing first-order logic -- 5.3 Abstract and generalized assignment frames -- 5.4 Characterizing cubes and local cubes -- 5.5 Meta-properties -- 5.6
Infinite dimensions -- 5.7 Connections -- 6 Multi-dimensional semantics for every modal language -- 6.1 Logics with one modality -- 6.2 Logics with arbitrary many modalities -- 6.3 Versatile similarity types -- 6.4 The modal logic of
composition and its conjugates -- Open problems -- Appendices -- A Modal Similarity Types -- A.1 Introduction -- A.2 Modal similarity types -- A.3 Frames, models and correspondence -- A.4 Structural frame operations -- A.5 Boolean
S-algebras -- A.6 Frames and algebras -- A.7 Modal logics and derivation systems -- A.8 Algebraic derivations -- A.9 Canonical structures -- B A Modal Toolkit -- B.1 Sahlqvist theory -- B.1.1 Definitions -- B.1.2 Sahlqvist
correspondence -- B.1.3 Canonicity & completeness -- B.1.4 Algebraic aspects of Sahlqvist theory -- B.2 Logical operators -- B.2.1 The universal modality -- B.2.2 Versatile similarity types -- B.2.3 The D-operator -- B.3 Negative
definability and unorthodox axiomatics -- B.4 Interpolation -- B.5 Filtrations -- B.6 A local and a global paradigm -- List of symbols
ISBN:9789401156943
Series:eBooks
Series:SpringerLink (Online service)
Series:Springer eBooks
Series:Applied Logic Series: 4
Keywords: Philosophy , Logic , Mathematical logic , Computational linguistics , Philosophy , Logic , Mathematical Logic and Foundations , Computational Linguistics
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Cover
Image
Call number:SPRINGER-1996-9789401587532:ONLINE Show nearby items on shelf
Title:Hermann Günther Graßmann (1809–1877): Visionary Mathematician, Scientist and Neohumanist Scholar Papers from a Sesquicentennial Conference
Author(s):
Date:1996
Size:1 online resource (370 p.)
Note:10.1007/978-94-015-8753-2
Contents:A survey of Grassmann’s Ausdehnungslehre -- On Grassmann’s life and his work as a mathematics teacher -- Remarks on the fate of Grassmann’s Nachlaß -- The influence of Grassmann’s theory of tides on the Ausdehnungslehre -- The
influence of Justus Grassmann’s crystallographic works on Hermann Grassmann -- Geometrical Product — Exponentiation — Evo-lution. Justus Günther Grassmann and dynamist Naturphilosophie -- The cooperation between Hermann and Robert
Grassmann on the foundations of mathematics -- The origins of colorimetry: What did Helmholtz and Maxwell learn from Grassmann? -- Hermann Grassmann’s contribution to the construction of a German “Kulturnation” — Scientific school
grammar between Latin tradition and French conceptions -- The reception of Grassmann’s mathematical achievements by A. Clebsch and his school -- The reception of Grassmann’s work in Germany during the 1870s -- Reception of Grassmann’s
ideas in Bohemia -- The influence of Grassmann on Italian projective n-dimensional geometry -- Hermann Günther Grassmann and the theory of hypercomplex number systems -- Basis and Dimension — from Grassmann to van der Waerden --
Emergence of vector calculus in physics: the early decades -- Where does Grassmann fit in the history of logic? -- The influence of Hermann Günther Grassmann and Robert Grassmann on Ernst Schröder’s Algebra of Logic -- Grassmann
progressive and regressive products and CG-Algebras -- Grassmann’s Vision -- Grassmann’s Dialectics and Category Theory -- The completion of Grassmann’s Natur-Wissenschaftliche Methode -- Grassmannian manifolds in geometry --
Regressive products and Bourbaki -- The Grassmann product in physics -- Array-based logic -- An application of Grassmann geometry to a problem in robotics -- Notes on contributors -- Notes and Credits to the Illustrations
ISBN:9789401587532
Series:eBooks
Series:SpringerLink (Online service)
Series:Springer eBooks
Series:Boston Studies in the Philosophy of Science: 187
Keywords: Mathematics , History , Logic , Philosophy and science , Mathematical logic , Historical linguistics , Physics , Mathematics , Mathematical Logic and Foundations , Philosophy of Science , Historical Linguistics , History and Philosophical Foundations of Physics , History, general , Logic
Availability:Click here to see Library holdings or inquire at Circ Desk (x3401)
Click to reserve this book Be sure to include your ID please.
More info:Amazon.com
More info: Barnes and Noble
Full Text:Click here
Location: ONLINE

Return to the Fermilab Library catalog