Title Statements
- Full title :Lie groups : new research / Altos B. Canterra, editor.
Edition Statements
- Publication Date:2009
Publication Statements
- Publisher(s):Nova Science Publishers, Inc
- Place of Publication:New York
- Language:eng
- Publication Date:2009
The Physical Object
- Description:1 online resource.
Edition Identifiers
- ISBN:9781616681647, 1616681640
- oclc:ocn693781079
- LC Classification:QA387
- Dewey Decimal:512/.482
Table of Contents
LIE GROUPS: NEW RESEARCH; LIE GROUPS: NEW RESEARCH; CONTENTS; PREFACE ; LIE GROUP GUIDE TO THE UNIVERSE; Introduction; The Clifford Algebra Cl3,0 of Euclidean 3-Space; New Review of Angular Momentum Algebra; Quantum Spacetime; The CNC Duality in Quantum Geometry; Lie Groups in Clifford Quantum Geometry; Maximal Cartan Subalgebra in Lp, q; The Sakata Model; The Spacetime Algebra Cl3,1 and its Lie group L3,1; The Spacetime Lie Algebra L(2); Pure Space and Constitutive Group; Pure space of Clifford Algebra Cl3,1; Some SU(3) History; The Spacetime Oscillator; The Spacetime Color Degree of Freedom.
CPT and Spacetime Area OscillationOut of the Light . . .; Into the Dark; Towards a New Concept of Motion: Appendix A; Relativity Revisited: Appendix B; References; ROTATION MANIFOLD SO(3) AND ITS TANGENTIALVECTORS; Abstract; 1. Introduction; 2. Manifolds and Their Tangents; 3. Rotation Manifold and Its Tangents; 4. Angular Velocities, Accelerations Vectors; 5. Euler's Equations; 6. Simplified Newmark Integration Scheme; 7. Interpolation of the Rotation Field and Its Objectivity; Conclusions; Acknowledgements; References; ASYMPTOTIC HOMOLOGY OF THE QUOTIENT OF PSL2(R) BY A MODULAR GROUP.
Ab…
Subjects
Writers
More from this Series
No reviews yet. Be the first to rate this work.
Related Works
more →
Complex semisimple quantum groups and representation theory
Voigt, Christian, (Reader in Mathematics)
Files & Downloads
-
Lie Groups: New Research (Mathematics Research De…
PDF · 4.5 MB · updated -
Lie Groups: New Research -- (.pdf)
PDF · 4.3 MB · updated
Rate & Review