RENORMALIZATION GROUP APPROACH TO QUASI-ONE-DIMENSIONAL CONDUCTORS

作者: CLAUDE BOURBONNAIS , LAURENT G. CARON

DOI: 10.1142/S0217979291000547

关键词: CrossoverQuasi one dimensionalFormalism (philosophy of mathematics)Statistical physicsRenormalization groupFermi gasPhysicsElectrical conductorCurse of dimensionalityScaling

摘要: We review the recent progress made in application of renormalization group method to interacting quasi-one-dimensional electron gas. From functional integral formulation partition function as expressed terms anticommuting Grassmann variables, effects single-electron interchain hopping on mechanisms propagation correlations leading long range ordering is analyzed full details for non-half-filled band case. Within a unified formalism, scaling features purely one-dimensional correlations, dimensionality crossover both single and composite particles, critical temperatures, responses functions are described.

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