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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 55, 1985 - Issue 5
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Original Articles

Multipole N.M.R.

XIII. multispin interactions and symmetry in Liouville space

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Pages 1049-1062 | Received 04 Oct 1984, Accepted 03 Mar 1985, Published online: 12 Aug 2006

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J. Listerud, S.J. Glaser & G.P. Drobny. (1993) Symmetry and isotropic coherence transfer. Molecular Physics 78:3, pages 629-658.
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Ravinder Reddy & P.T. Narasimhan. (1991) Application of tensor operator formalism in pulsed nuclear quadrupole resonance spectroscopy. Molecular Physics 72:3, pages 491-507.
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F.P. Temme. (1989) Symmetry-adapted bases over Liouville space. Molecular Physics 66:6, pages 1075-1106.
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B.C. Sanctuary. (1985) Multipole N.M.R.. Molecular Physics 55:5, pages 1017-1031.
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Articles from other publishers (33)

Malcolm H. Levitt & Christian Bengs. (2021) Hyperpolarization and the physical boundary of Liouville space. Magnetic Resonance 2:1, pages 395-407.
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David Leiner, Robert Zeier & Steffen J Glaser. (2020) Symmetry-adapted decomposition of tensor operators and the visualization of coupled spin systems. Journal of Physics A: Mathematical and Theoretical 53:49, pages 495301.
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C. Bengs. (2020) Rotational-permutational dual-pairing and long-lived spin order. The Journal of Chemical Physics 152:5.
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Ariane Garon, Robert Zeier & Steffen J. Glaser. (2015) Visualizing operators of coupled spin systems. Physical Review A 91:4.
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H.J. Hogben, M. Krzystyniak, G.T.P. Charnock, P.J. Hore & Ilya Kuprov. (2011) Spinach – A software library for simulation of spin dynamics in large spin systems. Journal of Magnetic Resonance 208:2, pages 179-194.
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Ilya Kuprov, Nicola Wagner-Rundell & P.J. Hore. (2007) Bloch-Redfield-Wangsness theory engine implementation using symbolic processing software. Journal of Magnetic Resonance 184:2, pages 196-206.
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F. P. Temme. (2005) Geodesic and re–coupling–induced limits to S 2 n group invariants of uniform ( k 1 ⋯ k 2 n ) dual tensorial sets in spin physics, or NMR: SR dynamical structure on {ℍ v } via polyhedral re–coupling and time–reversal invariance . Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences 461:2054, pages 321-346.
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Francis P. Temme. (2005) Commutator-Based (A)[X]n(SU(2)×Sn) NMR Cluster Systems: Establishment of the Universality of [n](Sn) Salients and Constraints on ϕ±11(1.1) Polarisations to the [1n] Salient: Permutational Spin Symmetry (PSS) Within NMR Spin Dynamics - an Analytic View. Collection of Czechoslovak Chemical Communications 70:8, pages 1177-1195.
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F.P. Temme. (2004) Time-reversal-based scalar invariants as (Lie Algebraic) group measures: a structured overview of generalised democratic-recoupled, uniform non-Abelian [AX]n NMR spin systems, as abstract chain networks. Journal of Magnetic Resonance 167:1, pages 119-132.
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F.P. Temme. (2002) Mathematical determinacy properties of specific automorphic FG/ group embeddings of NMR spin permutational (CNP) algebras, beyond strictly Cayleyan models: a new role for “induced symmetry”. Journal of Molecular Structure: THEOCHEM 578:1-3, pages 145-157.
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F. P. Temme. (2002) On Uniform (1≤ I i ≤3) n ‐fold {∣ I outer M ( i 1 ⋅⋅⋅ i n )〉} dual tensorial sets, spin irreps from SU (3≤ m )×𝒮 n ⊃⋅⋅⋅⊃𝒮 n weight sets: a direct role for 𝒩(λ⊢ n )‐partitional catalogs of 𝒮 n combinatorics in spin physics . International Journal of Quantum Chemistry 87:4, pages 171-180.
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F. P. Temme. (2002) Structural signs and carrier completeness of Liouvillian quasiparticle algebras: Dual group invariants for explicit ?n-auxiliary tensor labels via projective mappings applicable to [A]n?20 NMR spin ensembles. International Journal of Quantum Chemistry 89:5, pages 429-440.
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N.S Sullivan & Erika G Kisvarsanyi. (2000) NMR Spin Echoes for Molecular Rotators with C3 Symmetry. Journal of Magnetic Resonance 145:1, pages 18-23.
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F.P. Temme. (1998) Yamanouchi-chain -invariant hierarchies for SR carrier space of dual tensors in NMR: some maximal -inner products, via -restricted-space Schur Fn. product mappings. Chemical Physics 238:2, pages 245-256.
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F. P. Temme. (1996) Determinable partitional modelling of Cayleyan $$SU(m \leqslant n/2) \times S_n \downarrow \mathcal{G}NMR$$ spin symmetries of isotopomeric cage-clusters: SpecificS n?12?...?D 3 group chains, forS n -modules in high-n weak-branching limit. Journal of Mathematical Chemistry 20:2, pages 311-329.
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F.P. Temme. (1995) An overview of higher n-fold exo cage spin clusters, including (t − I) 13C-fullerenes, under SU(m ⪕ n/2) × Ln and model SU(m) × In↓G dual spin symmetries of nuclear magnetic resonance. Coordination Chemistry Reviews 143, pages 169-218.
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F.P Temme. (1994) Specialised NMR spin-cluster symmetry chains under SU(m) X n group dualities: Role of democratic recoupling and projective geometric mapping from SU(m) p-tuples onto Γ[γ](v: n), or onto Γ(v: n↓), for 6⩽n-fold cage clusters. Physica A: Statistical Mechanics and its Applications 202:3-4, pages 595-623.
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F. P. Temme & J. P. Colpa. (1992) Demonstration of the origins of cooperativity within SU2�L 6 mapping over $$\left\{ {I\tilde H_\upsilon } \right\}$$ Liouvillian carrier subspaces characterising the MQ-NMR cluster [A]6(L 6) and its $$\{ |kq\upsilon :[\tilde \lambda ] > > \} $$ tensorial bases. Zeitschrift f�r Physik B Condensed Matter 89:3, pages 335-342.
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F. P. Temme & J. P. Colpa. (1992) Spin symmetry and gel'fand patterns of higher SU2�? n groups. Zeitschrift f�r Physik D Atoms, Molecules and Clusters 23:2, pages 187-193.
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F. P. Temme. (1992) Cooperative Liouvillian mapping over carrier subspaces and induced of NMR spin clusters as a consequence of simple reducibility being applicable to tensorial operator bases,. Zeitschrift für Physik B Condensed Matter 88:1, pages 83-92.
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Timothy J. Norwood. (1992) Multiple-quantum NMR methods. Progress in Nuclear Magnetic Resonance Spectroscopy 24:4, pages 295-375.
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F. P. Temme. (1991) The structure and Gel’fand patterns inherent in the Heisenberg supergenerator algebra of dual Liouville-space ‖ k q { K ̃.}( k 1− k n ):[λ̃],𝒮 n 〉〉 tensors and the Cayley algebra of scalar invariants over a ( k 1− k n ) field . Journal of Mathematical Physics 32:6, pages 1638-1650.
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F.P. Temme & J.P. Colpa. (1991) Structure of MQ-NMR spin spaces under higher n- and (n)↓ symmetries. III. Γ/ ((7)↓D5) subduced irreps for [A ]7 clusters pertaining to the molecular cage ion, [11BH]72−. Chemical Physics 154:1, pages 111-124.
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S. Szymański & G. Binsch. 1991. Annual Reports on NMR Spectroscopy Volume 23. Annual Reports on NMR Spectroscopy Volume 23 209 288 .
F.P. Temme. (1990) Symmetry-adapted liouville space. Physica A: Statistical Mechanics and its Applications 166:3, pages 685-701.
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F.P. Temme. (1990) Symmetry-adapted liouville space. Physica A: Statistical Mechanics and its Applications 166:3, pages 676-684.
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B.C. SANCTUARY & T.K. HALSTEAD. 1990. 79 161 .
J. P. Colpa & F. P. Temme. 1990. 25th Congress Ampere on Magnetic Resonance and Related Phenomena. 25th Congress Ampere on Magnetic Resonance and Related Phenomena 619 620 .
F.P. Temme. (1989) Symmetry-adapted Liouville space IX. The role of scalar invariants and lexical combinatorics over a ield in the derivation of explicit tensor bases under 4/SO(3) duality. Physica A: Statistical Mechanics and its Applications 162:1, pages 111-124.
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F.P Temme. (1989) n-Adapted liouville space and multiquantum NMR. VI. Role of φq1 (11) polarizations in the spin dynamics of the spin system. Journal of Magnetic Resonance (1969) 83:2, pages 383-389.
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F.P. Temme. (1989) Symmetry-adapted bases over Liouville space. IV. Projection superoperators and invariance hierarchies for and [X] groups: A characterization of [A]4 and [AX]4 spin systems. Chemical Physics 132:1-2, pages 9-30.
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Alex D. Bain. (1988) The superspin formalism for pulse NMR. Progress in Nuclear Magnetic Resonance Spectroscopy 20:3, pages 295-314.
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Norbert Müller, Geoffrey Bodenhausen & Richard R Ernst. (1987) Relaxation-induced violations of coherence transfer selection rules in nuclear magnetic resonance. Journal of Magnetic Resonance (1969) 75:2, pages 297-334.
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