$ID = $post->ID;
add_post_meta($ID, ‘Author’, ‘G.Mussardo’, True);
add_post_meta($ID, ‘Credits’, ‘4’, True);
$AUTHOR = get_post_meta(get_the_ID(),’Author’,True);
$CREDITS = get_post_meta(get_the_ID(),’Credits’,True);
echo “
by $AUTHOR ($CREDITS credits)
“;
?>
- Statistical Mechanics
- Statistical Mechanics
- Basic postulates
- Ensembles
- Density matrix
- Indistinguishable particles
- Bose-Einstein and Fermi-Dirac statistics
- Chandrashekar limit
- Anyons
- Phase transitions
- Symmetry and order parameters
- Critical exponents and scaling laws
- Lattice models and continuum limit
- Bi-dimensional lattice models
- Duality of the Ising model
- Combinatorial solutions
- Transfer matrix and Yang-Baxter equations
- Bethe Ansatz
- Potts model, random walks and self-avoiding walks
- Field Theory Approach to Critical Phenomena
- Feynman rules
- Wick theorem
- S-matrix
- Unitarity and crossing equations
- N-particle phase space, asymptotic and threshold behavior
- Euclidean Quantum Field Theories
- Path integral
- Renormalization Group
- Effective Hamiltonians
- Running coupling constants and beta functions
- Fixed points and scaling region
- Relevant, irrelevant and marginal operators
- Fermionic formulation of the 2-dimensional Ising model
- Order and disorder operators
- Operator product expansion and fermionic fields
- Dirac equation
- Conformal Field Theory
- Conformal Invariance
- Ward identity and primary fields
- Virasoro algebra and central charge
- Representation theory
- Casimir effect and other finite size phenomena
- Bosonic and fermionic fields
- Minimal models
- Differential equations of the correlation functions
- Gas di Coulomb
- Modular invariance
- Statistical Models with Supersymmetry
- Parafermionic and Wess-Zumino-Witten models
