소장자료
LDR | 05124nam 22006371i 4500 | ||
001 | 0100422381▲ | ||
003 | Uk▲ | ||
005 | 20190709140558▲ | ||
006 | m || d | ▲ | ||
007 | cr |||||||||||▲ | ||
008 | 170621s2017 sz a ob 001 0 eng d▲ | ||
015 | ▼aGBB8N7761▼2bnb▲ | ||
020 | ▼a9783319586649▼q(electronic bk.)▲ | ||
020 | ▼a3319586645▼q(electronic bk.)▲ | ||
020 | ▼z9783319586632▲ | ||
020 | ▼z3319586637▲ | ||
024 | 7 | ▼a10.1007/978-3-319-58664-9▼2doi▲ | |
037 | ▼acom.springer.onix.9783319586649▼bSpringer Nature▲ | ||
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082 | 0 | 4 | ▼a539.7/25▼223▲ |
100 | 1 | ▼aSaller, Heinrich,▼eauthor.▲ | |
245 | 1 | 0 | ▼aOperational symmetries :▼bbasic operations in physics /▼cHeinrich Saller.▲ |
264 | 1 | ▼aCham :▼bSpringer,▼c2017.▲ | |
300 | ▼a1 online resource :▼billustrations.▲ | ||
336 | ▼atext▼2rdacontent▲ | ||
337 | ▼acomputer▼2rdamedia▲ | ||
338 | ▼aonline resource▼2rdacarrier▲ | ||
504 | ▼aIncludes bibliographical references and index.▲ | ||
505 | 0 | ▼a1 Introduction and Orientation; 2 Units and Orders of Magnitude; 2.1 External Interactions and Newton's Unit; 2.2 Speed of Light as Space-Time Hinge; 2.3 Gravity and Maximal Speed of Action; 2.4 Quantum Structure and Planck's Unit; 2.5 Minimal Quantum of Action and Maximal Speed of Action; 2.6 Intrinsic Units; 2.7 The (hbar, c, G)-System -- Universal Units?; 2.8 Electrodynamics and Sommerfeld's Fine-Structure Constant; 2.9 Binding Energies and Couplings; 2.10 Electroweak Interactions; 2.11 Units and Symmetry Normalizations; 3 How Complex Is Nature?; 3.1 Numbers for Objects and Time.▲ | |
505 | 8 | ▼a3.2 Numbers as Operations -- From the Naturals to the Rationals3.3 Discrete and Continuous -- From the Rationals to the Reals; 3.4 Constancy in Change -- From the Real to the Complex Numbers; 3.5 Dynamics as Time Action; 3.6 Modalities; 3.7 Non-commutative Numbers -- Quaternions; 3.8 Non-commutative Complex Operations; 3.9 Causal Minkowski Spacetime; 3.10 Hypercharge Group and Isospin Group; 3.11 Lorentz Group and Poincar�e Group; 3.12 Internal Scalar Product and External Lorentz Metric; 3.13 Operational Spacetime; 4 Plato's Beautiful Symmetry.▲ | |
505 | 8 | ▼a4.1 Regular Polygons and Platonic Triangles4.2 Platonic Solids; 4.3 Plato's Immaterial Basic Physics; 4.4 Dual Platonic Solids; 4.5 Soccer Molecules; 4.6 Coordinates for Platonic Solids; 4.7 Kepler's Mysterium Cosmographicum; 4.8 Polytopes and Mosaics; 4.9 Orthogonal Symmetry Groups; 4.10 Erlangen Program of Geometry; 4.11 Erlangen Program of Flat Space-Time; 4.12 Simple Lie Operations; 4.13 Lie Symmetries and Metrical Structures; 4.14 The Simplest Simple Symmetry; 4.15 Quantum Numbers and Weights of Simple Lie Algebras; 4.16 Weights, Roots, and Weyl Mirrors.▲ | |
505 | 8 | ▼a4.17 Decomposition of Product Representations4.18 Squares and the Physics of Atoms; 4.19 Plato's Polytopes and Cartan's Weight Diagrams; 4.20 Quark Flavors; 4.21 Plato's Triangles and Dynkin's Diagrams; 4.22 Fundamental Representations; 4.23 Quantum Theory and Symmetry; 4.24 Basic Internal Symmetry Program; 4.25 Basic External Symmetry Program; 5 Circles and Winding Numbers; 5.1 Circles on the Earth and in the Sky; 5.2 Winding Numbers and Unit Roots; 5.3 Electromagnetic Winding Numbers; 5.4 Energies and Time-Winding Numbers; 5.5 Spin Winding Numbers; 5.6 Windings of the Binary Alternative.▲ | |
505 | 8 | ▼a5.7 Charge Numbers of Leptons and Quarks5.8 Winding Number Matrices and Representation Weights; 5.9 Fractionality of Unitary Group Representations; 5.10 Adjoint Winding Numbers and Adjutopes; 5.11 Additive Unification of Unitary Symmetries; 5.12 Fractionality Correlations for Unitary Groups; 5.13 Broken Winding Numbers; 5.14 Broken Hypercharges and Nonabelian Internal Symmetry; 5.15 Young Frames for SU(n)-Representations; 5.16 Young Tableaux for Young Frames; 5.17 Box-Matrix Algebras; 5.18 Algebras for Finite Groups; 6 The Hall of Mirrors; 6.1 Reflection Group and Orthogonality.▲ | |
588 | 0 | ▼aOnline resource; title from PDF title page (EBSCO, viewed June 23, 2017).▲ | |
650 | 0 | ▼aPhysics.▲ | |
650 | 0 | ▼aSymmetry (Physics)▲ | |
650 | 0 | ▼aMathematical physics.▲ | |
650 | 0 | ▼aQuantum theory.▲ | |
650 | 7 | ▼aSCIENCE▼xPhysics▼xQuantum Theory.▼2bisacsh▲ | |
650 | 7 | ▼aMathematical physics.▼2fast▼0(OCoLC)fst01012104▲ | |
650 | 7 | ▼aQuantum theory.▼2fast▼0(OCoLC)fst01085128▲ | |
650 | 7 | ▼aSymmetry (Physics)▼2fast▼0(OCoLC)fst01140819▲ | |
650 | 7 | ▼aScience▼xQuantum Theory.▼2bisacsh▲ | |
650 | 7 | ▼aMathematics▼xGroup Theory.▼2bisacsh▲ | |
650 | 7 | ▼aScience▼xGravity.▼2bisacsh▲ | |
650 | 7 | ▼aScience▼xMathematical Physics.▼2bisacsh▲ | |
650 | 7 | ▼aQuantum physics (quantum mechanics & quantum field theory).▼2bicssc▲ | |
650 | 7 | ▼aGroups & group theory.▼2bicssc▲ | |
650 | 7 | ▼aGravity.▼2bicssc▲ | |
650 | 7 | ▼aMathematical physics.▼2bicssc▲ | |
650 | 0 | ▼aTopological Groups.▲ | |
655 | 4 | ▼aElectronic books.▲ |
Operational symmetries :basic operations in physics
자료유형
국외단행본
서명/책임사항
Operational symmetries : basic operations in physics / Heinrich Saller.
개인저자
형태사항
1 online resource : illustrations.
서지주기
Includes bibliographical references and index.
내용주기
1 Introduction and Orientation; 2 Units and Orders of Magnitude; 2.1 External Interactions and Newton's Unit; 2.2 Speed of Light as Space-Time Hinge; 2.3 Gravity and Maximal Speed of Action; 2.4 Quantum Structure and Planck's Unit; 2.5 Minimal Quantum of Action and Maximal Speed of Action; 2.6 Intrinsic Units; 2.7 The (hbar, c, G)-System -- Universal Units?; 2.8 Electrodynamics and Sommerfeld's Fine-Structure Constant; 2.9 Binding Energies and Couplings; 2.10 Electroweak Interactions; 2.11 Units and Symmetry Normalizations; 3 How Complex Is Nature?; 3.1 Numbers for Objects and Time.
3.2 Numbers as Operations -- From the Naturals to the Rationals3.3 Discrete and Continuous -- From the Rationals to the Reals; 3.4 Constancy in Change -- From the Real to the Complex Numbers; 3.5 Dynamics as Time Action; 3.6 Modalities; 3.7 Non-commutative Numbers -- Quaternions; 3.8 Non-commutative Complex Operations; 3.9 Causal Minkowski Spacetime; 3.10 Hypercharge Group and Isospin Group; 3.11 Lorentz Group and Poincar�e Group; 3.12 Internal Scalar Product and External Lorentz Metric; 3.13 Operational Spacetime; 4 Plato's Beautiful Symmetry.
4.1 Regular Polygons and Platonic Triangles4.2 Platonic Solids; 4.3 Plato's Immaterial Basic Physics; 4.4 Dual Platonic Solids; 4.5 Soccer Molecules; 4.6 Coordinates for Platonic Solids; 4.7 Kepler's Mysterium Cosmographicum; 4.8 Polytopes and Mosaics; 4.9 Orthogonal Symmetry Groups; 4.10 Erlangen Program of Geometry; 4.11 Erlangen Program of Flat Space-Time; 4.12 Simple Lie Operations; 4.13 Lie Symmetries and Metrical Structures; 4.14 The Simplest Simple Symmetry; 4.15 Quantum Numbers and Weights of Simple Lie Algebras; 4.16 Weights, Roots, and Weyl Mirrors.
4.17 Decomposition of Product Representations4.18 Squares and the Physics of Atoms; 4.19 Plato's Polytopes and Cartan's Weight Diagrams; 4.20 Quark Flavors; 4.21 Plato's Triangles and Dynkin's Diagrams; 4.22 Fundamental Representations; 4.23 Quantum Theory and Symmetry; 4.24 Basic Internal Symmetry Program; 4.25 Basic External Symmetry Program; 5 Circles and Winding Numbers; 5.1 Circles on the Earth and in the Sky; 5.2 Winding Numbers and Unit Roots; 5.3 Electromagnetic Winding Numbers; 5.4 Energies and Time-Winding Numbers; 5.5 Spin Winding Numbers; 5.6 Windings of the Binary Alternative.
5.7 Charge Numbers of Leptons and Quarks5.8 Winding Number Matrices and Representation Weights; 5.9 Fractionality of Unitary Group Representations; 5.10 Adjoint Winding Numbers and Adjutopes; 5.11 Additive Unification of Unitary Symmetries; 5.12 Fractionality Correlations for Unitary Groups; 5.13 Broken Winding Numbers; 5.14 Broken Hypercharges and Nonabelian Internal Symmetry; 5.15 Young Frames for SU(n)-Representations; 5.16 Young Tableaux for Young Frames; 5.17 Box-Matrix Algebras; 5.18 Algebras for Finite Groups; 6 The Hall of Mirrors; 6.1 Reflection Group and Orthogonality.
3.2 Numbers as Operations -- From the Naturals to the Rationals3.3 Discrete and Continuous -- From the Rationals to the Reals; 3.4 Constancy in Change -- From the Real to the Complex Numbers; 3.5 Dynamics as Time Action; 3.6 Modalities; 3.7 Non-commutative Numbers -- Quaternions; 3.8 Non-commutative Complex Operations; 3.9 Causal Minkowski Spacetime; 3.10 Hypercharge Group and Isospin Group; 3.11 Lorentz Group and Poincar�e Group; 3.12 Internal Scalar Product and External Lorentz Metric; 3.13 Operational Spacetime; 4 Plato's Beautiful Symmetry.
4.1 Regular Polygons and Platonic Triangles4.2 Platonic Solids; 4.3 Plato's Immaterial Basic Physics; 4.4 Dual Platonic Solids; 4.5 Soccer Molecules; 4.6 Coordinates for Platonic Solids; 4.7 Kepler's Mysterium Cosmographicum; 4.8 Polytopes and Mosaics; 4.9 Orthogonal Symmetry Groups; 4.10 Erlangen Program of Geometry; 4.11 Erlangen Program of Flat Space-Time; 4.12 Simple Lie Operations; 4.13 Lie Symmetries and Metrical Structures; 4.14 The Simplest Simple Symmetry; 4.15 Quantum Numbers and Weights of Simple Lie Algebras; 4.16 Weights, Roots, and Weyl Mirrors.
4.17 Decomposition of Product Representations4.18 Squares and the Physics of Atoms; 4.19 Plato's Polytopes and Cartan's Weight Diagrams; 4.20 Quark Flavors; 4.21 Plato's Triangles and Dynkin's Diagrams; 4.22 Fundamental Representations; 4.23 Quantum Theory and Symmetry; 4.24 Basic Internal Symmetry Program; 4.25 Basic External Symmetry Program; 5 Circles and Winding Numbers; 5.1 Circles on the Earth and in the Sky; 5.2 Winding Numbers and Unit Roots; 5.3 Electromagnetic Winding Numbers; 5.4 Energies and Time-Winding Numbers; 5.5 Spin Winding Numbers; 5.6 Windings of the Binary Alternative.
5.7 Charge Numbers of Leptons and Quarks5.8 Winding Number Matrices and Representation Weights; 5.9 Fractionality of Unitary Group Representations; 5.10 Adjoint Winding Numbers and Adjutopes; 5.11 Additive Unification of Unitary Symmetries; 5.12 Fractionality Correlations for Unitary Groups; 5.13 Broken Winding Numbers; 5.14 Broken Hypercharges and Nonabelian Internal Symmetry; 5.15 Young Frames for SU(n)-Representations; 5.16 Young Tableaux for Young Frames; 5.17 Box-Matrix Algebras; 5.18 Algebras for Finite Groups; 6 The Hall of Mirrors; 6.1 Reflection Group and Orthogonality.
주제
Physics.
Symmetry (Physics)
Mathematical physics.
Quantum theory.
SCIENCE, Physics, Quantum Theory.
Mathematical physics.
Quantum theory.
Symmetry (Physics)
Science, Quantum Theory.
Mathematics, Group Theory.
Science, Gravity.
Science, Mathematical Physics.
Quantum physics (quantum mechanics & quantum field theory).
Groups & group theory.
Gravity.
Mathematical physics.
Topological Groups.
Symmetry (Physics)
Mathematical physics.
Quantum theory.
SCIENCE, Physics, Quantum Theory.
Mathematical physics.
Quantum theory.
Symmetry (Physics)
Science, Quantum Theory.
Mathematics, Group Theory.
Science, Gravity.
Science, Mathematical Physics.
Quantum physics (quantum mechanics & quantum field theory).
Groups & group theory.
Gravity.
Mathematical physics.
Topological Groups.
ISBN
9783319586649 3319586645
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