Renormalized Landau theory with dimensionality-adjusted quadratic coefficients and material-specific energy parameters explains variations in specific-heat jumps near the superconducting transition.
Pettini Geometry and Topology in Hamiltonian Dynamics and Statisti cal Mechanics , (Springer, Interdisciplinary Ap- plied Mathematics: 33, 2007)
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Generation of renormalized quadratic coefficient in Landau theory: Implications for specific-heat jump calculations in high-temperature superconductors
Renormalized Landau theory with dimensionality-adjusted quadratic coefficients and material-specific energy parameters explains variations in specific-heat jumps near the superconducting transition.