Acc. Sc. Torino Atti Sc. Fis. 149 (2015), 17-34

Transcription

1 Acc. Sc. Torino Atti Sc. Fis. 149 (2015), 17-34

2 Commemorazioni di Accademici in unità h/2 pi greco stesse unità

3 Commemorazioni di Accademici f(e, cos theta) l+1/2 i poli di Regge Potential Scattering

4 Commemorazioni di Accademici

5 Commemorazioni di Accademici Kennedy was shot

6 Commemorazioni di Accademici progresso a rischio zero

7 Commemorazioni di Accademici Dialogo AutobiograÞ a

8 Commemorazioni di Accademici

9 Commemorazioni di Accademici Scattering Problems with Spin Orbit Coupling Tensor Force and Intermediate Coupling in P Shell Nuclei On the Polarization of High Energy Nucleons Scattered by a Nuclear Field Pion Production for Polarized Protons Reaction P+P---> pi+d with Polarized Protons Remarks on the Anti Proton inspirehep.net Þ nd a regge, t

10 Commemorazioni di Accademici Angular Correlations between Decay Planes of Tau-Mesons and their Production Geometry Stability of a Schwarzschild Singularity The properties of Spin 2 Particles Additional Remarks and Errata Corrige to a Paper on the Theory of Spin 2 Gravitational Fields and Quantum Mechanics Analytic Properties of the Scattering Matrix On the Analytic Behaviour of the Eigenvalues of the S Matrix in the Complex Plane of the Energy Construction of Potentials from Resonance Parameters Symmetry Properties of Clebsch-Gordan Coefficients Symmetry Properties of Racah s Coefficients Introduction to Complex Orbital Momenta Bound States, Shadow States and Mandelstam Representation General Relativity without Coordinates A Discussion of the Noyes and Wong Equation for Potential Scattering Lectures on complex energy and angular momentum in potential scattering Potential Scattering for Complex Energy and Angular Momentum High Energy Limit of Scattering Amplitudes Maximum Analiticity Principle in Angular Momentum Interpolation Problem in Theory of Complex Angular Momentum, Dynamical Equation for the Jost Function On Properties of Landau Curves Dynamical Equations and Angular Momentum

11 Commemorazioni di Accademici Potential Scattering Differential Properties of Feynman Amplitudes Semiclassical Limit of Racah Coefficients A Geometrical Model showing independence of Locality Positivity of Energy Algebraic Topology Methods in Theory of Feynman Relativstic Amplitudes he fundamental Group of Poincare and Analytic Properties of Feynman Amplitudes, Nobel Symp Elem Part Theory The Monodromy Rings of a Class of Self-energy Graphs The Monodromy Rings of One Loop Feynman Integrals Phonon Excitations in Liquid He II The Monodromy Rings of the Necklace Graphs Veneziano Amplitudes, Angular Momentum Coefficients and Relativistic Symmetries Rotational Motion at Large Angular Momentum in even-even Deformed Nuclei Perturbation on the Mixmaster Universe On the Back-Bending in the Rotational Motion General Relativity a` la String: A Progress Report Band Hybridization in Rotational Motion Veneziano Amplitudes, Angular Momentum Coefficients and Related Symmetries Feynman Integrals Magic without Magic The Relativistic Spherical Top

12 Commemorazioni di Accademici Role of Surface Integrals in the Hamiltonian Formulation of General Relativity Vortices in He II, Current Algebras and Quantum Knots On the Density Oscillations in Finite Systems Geometrical Formulation of SuperGravity as a Theory on a Supergroup Manifold Unified Approach to Strings and Vortices with Soliton Solutions On the Density Oscillations in Finite Systems Constrained Hamiltonian Systems Conformal Properties of a Class of Exac Solv N Body Problems in Space Dimension 1 General Relativity a la String: a progress report Statistical Mechanics Models and the Modular Group On the Density Oscillations in Finite Systems Old Problems and New Hopes in S Matrix Theory Ising and Dimer Models on the Lobachevsky Plane General Relativity à la String: a Progress Report Gravity and SuperGravity as Gauge Theories on a Group Manifold Gauge Theory of Gravity and SuperGravity on a Group Manifold Torsion and Quantum Gravity Ghost Fields, BRS and Extended SuperGravity as Application of Gauge Geometry

13 Commemorazioni di Accademici auge Theories of SuperGravity on Orthosymplectic Supergroup Manifolds The Gauge Group and Geometry of SuperGravity Geometrical Formulation of SuperGravity Theories on Orthosymplectic Supergroup Manifolds Gauge Theories of SuperGravity on Orthosymplectic Supergroup Manifolds Gauge Fields as Phonon Exitations in a Condensate of Dual Strings A General Scheme for Bidimensional Models with Associate Linear Sets Geometrical Formulation of Supergravity Theories on Orthosymplectic Supergroup Manifold Group Theory Construction of 2d Models with Infinite Set of Conservation Laws Graded Lie Algebra Cohomology and Supergravity Geometric Formulation of SuperGravity as a Theory on a Super Group Manifold Gauge Theories of Unification Coupling of Matter to Sgravity Fields from the Rheonomic Simmetry Point of View and Origin of the Auxiliary Fields Unified Gravity Theories SuperGravity and Cohomology Theory: Progress and Problems in 5 Dimensions Group Manifold Approach to SuperGravity and Coupling of Matter Fields Graded Lie Algebra Cohomology and SuperGravity Coupling of Matter to Sgravity from Rheonomic Symmetry Point of View and the Origin of the Aux Fields

14 Commemorazioni di Accademici Gauge Theories of Unification Dimer Covering and Ising Model on Lattice Homogeneous under Icosaedr Gr SuperGroup Manifold Formulation of Wess- Zumino Multiplet Revisited: the Super Current and the SuperGravity Auxiliary Fields Group Manifold Approach to Gravity and SGravity Geometrical 1st Order SGravity in 5 Space-time Dimensions Group Manifold Approach in Unified Gravity Theories Approccio geometrico alla Supergravità ed unificazione delle interazioni Recent Developments in the Group Manifold Approach Group Manifold Approach and D=1 Super Gravity Unified Gravity Theories Gravity Theories with Asymptotic Flat Instantons A New Group Theoretical Technique for the Analysis of Bianchi Identities Recent Developments in the Group Manifold Approach Consistent SuperGravity in 6 D without Action Invariance Quantum Vortices An Elementary Course on General Relativitty The Group Manifold Approach to Unified Gravity Group Manifold Approach and D=11 SGravity Quantum Vortices and Diff(R3)

15 Commemorazioni di Accademici Gravity on a Lattice A Science Fiction Scenario Unified Gravity Theories Covariant Canonical Formalism for the Group Manifold Covariant Canonical Formalism for Gravity and Supergravity The Group Manifold Hamiltonian for SuperGravity Covariant Canonical Formalism for SuperGravity Exterior Canonical Formalism for Unified Gravity Covariant Canonical Formalism for Gravity Theories An Elementary Course on General Relativity Covariant Canonical Formalism for Gravity and SuperGravity Lie Groups and Gravity Theory On Broken Symmetries and Gravity Comments on the Canonical Formalism for General Relativity The Group Structure of SuperGravity Covariant Canonical Formalism for Gravity On Broken Symmetries and Gravity An elementary course on General Relativity (in Spanish) Discrete Yang Mills Theories Lorentz Invariance and the Group Manifold Covariant Canonical Formalism for Polynomial S-Gravity in any Dimension On Strings and JDouglas Variational Principle

16 Commemorazioni di Accademici Lorentz Invariance and the Group Manifold Canonical Theories from the Group Manifold Lorentz Invariance in Tangent Space Normal Coordinates in Canonical Formalism Group Manifold Derivation of Canonical Theories The Supergroup Manifold Formulation of the Wess-Zumino Multiplet Revisited: SuperCurrent and SuperGravity Auxiliary Fields Canonical 2+1-d Quantum Gravity Group Manifold Derivation of Canonical Theories Canonical Normal Coordinates Homotopy Groups and 2+1-D Quantum Gravity Homotopy Groups ad 2+1-D Quantum de Sitter Gravity SU(2)-q and 2+1 Quantum Gravity 2+1 Q Gravity up to 2 Handles 2+1-dimensional Quantum Gravity 2+1 Quantum Gravity (2+1) gravity for genus >=1 2+1 Quantum Gravity The mapping class group for genus D Quantum Gravity for High Genus The Mapping Class Group for Genus 2

17 Commemorazioni di Accademici 2+1 Quantum Gravity for High Genus Quantum Gravity and Quantum Groups Quantization of 2+1 gravity for genus 2 Quantum Gravity and Quantum Groups Picard Fuchs Equations Mirror Symmetry II Duality Group for Calabi Yau 2-moduli Space Invariants of 2+1 Gravity Quantization of 2+1 Gravity nvariants of 2+1 Quantum Gravity A Search for Non Perturbative Dualities of Local N=2 Yang- Mills Theories from Calabi Yau 3-folds Exact Solutions of the Ising Model on Group Lattices of Genus g >= 1 Word Problem and Decimation Procedure in the Ising Model on Infinite The Swiss Cheese Hypothesis Combinatorial and Topological Approach to the 3D Ising Model Discrete Structures in Gravity Extension of Geodesic Algebras to Continuouus Genus Some Thoughts on the Future of Unified Models

18 Commemorazioni di Accademici L infinito cercare L Universo senza fine La relatività di Einstein Infinito Dialogo Addendum