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Symmetry-adapted Liouville space IX. The role of scalar invariants and lexical combinatorics over a ield in the derivation of explicit |kq{K∼K≈}(k1−k4):[λ∼] 〉L4〉 tensor bases under L4/SO(3) duality

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  • Temme, F.P.

Abstract

Combinatorial arguments associated with lexical sets and invariants over a field are utilized in deriving explicit forms of dual space tensors. These forms allow the polarizations associated with the L4 density operators of the [A]4l1 and [AX]4l1 multiple quantum NMR problems under the generalized torque/QL equation to be derived. In finding such |kq{K∼K≈}(k1−k4):[λ∼] L4〉forms, the paper addresses several important aspects of a well-established problem in many-body theory, including the propagative aspects of scalar invariants and democratic recoupling over a field.

Suggested Citation

  • Temme, F.P., 1989. "Symmetry-adapted Liouville space IX. The role of scalar invariants and lexical combinatorics over a ield in the derivation of explicit |kq{K∼K≈}(k1−k4):[λ∼] 〉L4〉 tensor bases under L4/SO(3) duality," Physica A: Statistical Mechanics and its Applications, Elsevier, vol. 162(1), pages 111-124.
    • Handle: RePEc:eee:phsmap:v:162:y:1989:i:1:p:111-124
    DOI: 10.1016/0378-4371(89)90559-1
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    1. Roger M. Siddall & Clyde J. Cooley, 1985. "The Third Party Administrator for Self-Insured Health Care Plans," Journal of Insurance Issues, Western Risk and Insurance Association, vol. 8(1), pages 42-51.
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