Publication | Closed Access
Determination of Thermodynamic Green's Functions
203
Citations
2
References
1961
Year
Spectral TheoryPhase TransitionsLimit PointEngineeringEnergy ConversionGreen ChemistryGreenness AssessmentComputational ChemistryChemistryComplex Function TheoryStatistical Field TheoryThermodynamicsFourier ExpansionApproximation TheoryComplex Energy PlanePhysicsThermodynamic GreenFourier AnalysisFourier TransformNatural SciencesThermal EngineeringIntegral TransformGreen Analytical MethodGreen Methodology
In the study of thermodynamic correlation functions or Green's functions, one is naturally led to a calculation of values of the Fourier transform of the Green's function on a discrete set of points in the complex energy plane. It is shown that even though these points do not in general possess a limit point within the region of analyticity, one may still uniquely determine the Fourier transform of the Green's function directly from its values at these points.
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