1996
Theory of multivalent binding in one and two-dimensional lattices
Di E, Kong Y. Theory of multivalent binding in one and two-dimensional lattices. Biophysical Chemistry 1996, 61: 107-124. PMID: 17023370, DOI: 10.1016/s0301-4622(96)02178-3.Peer-Reviewed Original ResearchTwo-dimensional torusPartition functionLinear latticeOne-dimensional linear latticeExact analytical solutionTwo-dimensional latticeCases of interestGeometry of interactionLimit NRecursion relationsAnalytical solutionCombinatorial argumentsDimensional embeddingSpecial caseAnalytical expressionsSimple transformationTorusLatticeLength nExperimental measurementsGeometryTheorySite-specific propertiesGeneral conditionN sites
1995
Semiquantum chaos and the large N expansion
Cooper F, Dawson J, Habib S, Kluger Y, Meredith D, Shepard H. Semiquantum chaos and the large N expansion. Physica D Nonlinear Phenomena 1995, 83: 74-97. DOI: 10.1016/0167-2789(94)00251-k.Peer-Reviewed Original ResearchClosed time path formalismEquations of motionPowers of 1NTime path formalismLarge N limitQuantum degreesQuantum dynamicsQuantum fluctuationsQuantum oscillatorQuantum systemsDynamical systemsSemiclassical equationsLagrangian LTime-dependent massPath formalismSemiquantum chaosClassical HamiltonianLimit NN limitHarmonic oscillatorExpectation valuesDependent massOscillatorEquationsDynamics
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