05490nam 2200673Ia 450 991078239410332120230607222106.01-281-95163-39786611951634981-281-009-9(CKB)1000000000538026(EBL)1679558(SSID)ssj0000112684(PQKBManifestationID)11124778(PQKBTitleCode)TC0000112684(PQKBWorkID)10086956(PQKB)10881278(MiAaPQ)EBC1679558(WSP)00004692(Au-PeEL)EBL1679558(CaPaEBR)ebr10255849(CaONFJC)MIL195163(OCoLC)815754700(EXLCZ)99100000000053802620010626d2001 uy 0engur|n|---|||||txtccrBit-string physics[electronic resource] a finite and discrete approach to natural philosophy /H. Pierre Noyes ; edited by J.C. van den BergSingapore ;River Edge, N.J. World Scientific20011 online resource (588 p.)K & E series on knots and everything ;27Description based upon print version of record.981-02-4611-0 Includes bibliographical references.Contents; Introduction; 1. Non-Locality in Particle Physics; I. Introduction; II. The Eternal Triangle Effect; III. Fixed Past And Uncertain Future; IV. The Primacy Of Particle Number; V. Atoms And The Void Suffice; Comment on ""Non-Locality in Particle Physics"" H. Pierre Noyes (2000); 2. On the Physical Interpretation and the Mathematical Structure of the Combinatorial Hierarchy; 1. Introduction: General Principles Of The Combinatorial Hierarchy; 2. Construction Of The Hierarchy; 3. Levels 0 I II and III: Baryons Mesons Leptons And Photons; 4. Level IV: Weak Interactions And Cosmology5. ConclusionAppendix: Mathematical Structure Of The Hierarchy; Comment on ""On the Physical Interpretation and Mathematical Structure of the Combinatorial Hierarchy"" Ted Bastin (1999); Comment on ""On the Physical Interpretation and Mathematical Structure of the Combinatorial Hierarchy"" Clive Kilmister (1999); Comment on ""On the Physical Interpretation and Mathematical Structure of the Combinatorial Hierarchy"" Pierre Noyes (1999); Comment on ""On the Physical Interpretation and Mathematical Structure of the Combinatorial Hierarchy"" John Amson (2000)3. On the Construction of Relativistic Quantum Theory: A Progress Report1. Introduction; 2. Generating And Discriminating Basis States; Events; 3. The Counter Paradigm; The Cosmic Frame; 4. Scattering Theory; Conservation Laws; 5. The Standard Model Of Quarks And Leptons; Cosmology; 6. The Mass Scale; 7. Conclusions; Comment on ""On the Construction of Relativistic Quantum Theory: A Progress Report"" H. Pierre Noyes (2000); 4. Foundations of a Discrete Physics; 1. Introduction; 2. Mathematical Foundations I; 3. Mathematical Foundations II: Attribute Space4. Mathematical Foundations III: Coordinate Transformations5. A Discrete Constructive Modeling Methodology; 6. An Interpretation: Laboratory Physics; Conclusions; 5. An Essay on Discrete Foundations for Physics; 1. Introduction; 2. The Historical Practice Of Physics; 3. Contemporary Particle Physics; 4. An Alternative Starting Point?; 5. Events Conservation Laws And ""(Anti-) Particles""; 6. Comparison With Experiment; 6. On the Fine-Structure Spectrum of Hydrogen; Comment on ""Our Joint Work"" David McGoveran (2000); Other Second Order Corrections; Some Further SpeculationsThe Electron-Proton Mass RatioAdding in Quadrature: Why?; 7. Comment on ""Statistical Mechanical Origin of the Entropy of a Rotating Charged Black Hole""; Comment on This Comment - H. Pierre Noyes (2000); 8. Anti-Gravity: The Key to 21st Century Physics; 1. We Need A New Strategy; 2. Bohr-Rosenfeld Revisited; 3. Proof Of The Maxwell Equations; 4. Quantized Conic Sections; 5. Crossing Symmetry Predicts Antigravity; 6. The Conventional Wisdom; 7. Quantum Considerations; 8. Principles And Results Of My Approach; 9. ConclusionComment on ""Anti-Gravity: The Key to 21st Century Physics"" H. Pierre Noyes (2000)We could be on the threshold of a scientific revolution. Quantum mechanics is based on unique, finite, and discrete events. General relativity assumes a continuous, curved space-time. Reconciling the two remains the most fundamental unsolved scientific problem left over from the last century. The papers of H Pierre Noyes collected in this volume reflect one attempt to achieve that unification by replacing the continuum with the bit-string events of computer science. Three principles are used: physics can determine whether two quantities are the same or different; measurement can tell somethingK & E series on knots and everything ;v. 27.PhysicsPhilosophyPhysical sciencesPhilosophyPhysicsPhilosophy.Physical sciencesPhilosophy.530.1Noyes H. Pierre1508207Berg J. C. van den1944-151511MiAaPQMiAaPQMiAaPQBOOK9910782394103321Bit-string physics3739482UNINA