SPIN SYSTEMS: General: Sachdev 95/08; Major 99/05; An introduction to spin systems for mathematicians by Ingmar Saberi [2017/08] General: COMPUTATIONAL: Computational Studies of Quantum Spin Systems by Anders W. Sandvik [2009/10] 207 pp. General: Models: CLASSICAL N-VECTOR: Butera and Comi 97/03; Aspects: SPINTRONICS; Types: LADDERS; LATTICES; NETWORKS; NODAL LIQUIDS; SPIN CHAINS; SPIN GLASSES; SPIN LIQUIDS; Type: LOW-DIMENSIONAL: Bose 2000/11; Type: LOW-DIMENSIONAL: Re: MAGNETIC LIGHT SCATTERING: Lemmers et al. 2003/01; Type: MAGNON: Magnon BEC and Spin Superfluidity: a 3He primer by Yu. M. Bunkov and G. E. Volovik [2009/04] Spintronics and Magnon Bose-Einstein Condensation by Rembert A. Duine et al. [2015/05] Magnonics: Spin Waves Connecting Charges, Spins and Photons by A. V. Chumak and H. Schultheiss [Journal of Physics D 50, 300201 (2017)] Type: SPIN ICE: Spin Ice by Michel J.P. Gingras [2009/03] Spin Ice, Fractionalization and Topological Order by Claudio Castelnovo et al. [2011/12] Artificial Spin Ice: Controlling Geometry, Engineering Frustration by Cristiano Nisoli et al. [2013/06] New physics in frustrated magnets: Spin ices, monopoles, etc by A. A. Zvyagin [2013/08] Experimental Studies of Artificial Spin Ice by Christopher Marrows [2016/11] Topology by Design in Magnetic Nano-Materials: Artificial Spin Ice by Cristiano Nisoli [2017/11] Frustrated quantum rare-earth pyrochlores by Jeffrey G. Rau and Michel J. P. Gingras [2018/06] Type: SPIN-WAVE SYSTEMS: The building blocks of magnonics by Benjamin Lenk et al. [2011/01] Electronic crystals: an experimental overview by Pierre Monceau [Advances in Physics 61, 325 (2012)] Type: SUPERCURRENTS: Spin-polarized supercurrents for spintronics: a review of current progress by Matthias Eschrig [2015/09] Type: TWO-DIMENSIONAL: Sachdev 93/03; Aspects: BOSONIZATION; Aspects: COMPASS MODELS: Compass and Kitaev models -- Theory and Physical Motivations by Zohar Nussinov and Jeroen van den Brink [2013/03] 111 pp. Aspects: KITAEV MODEL: Compass and Kitaev models -- Theory and Physical Motivations by Zohar Nussinov and Jeroen van den Brink [2013/03] 111 pp. Re: OPERATOR ALGEBRAS: Ruelle 2001/07; Re: PHASE TRANSITIONS: Sachdev 95/08; Re: PHASE TRANSITIONS: FIRST ORDER: Billoire 95/01; Re: QUANTUM COMPUTATION: Quantum spin systems for measurement-based quantum computation by T.-C. Wei [2018/12] Re: QUANTUM FIELD THEORY: An introduction to spin systems for mathematicians by Ingmar Saberi [2017/08] Re: STATISTICAL MECHANICS: Statistical Mechanics of Integrable Quantum Spin Systems by Frank Göhmann [2018/09] Les Houches Re: TOPOLOGICAL PHASES: An introduction to spin systems for mathematicians by Ingmar Saberi [2017/08] THE NET ADVANCE OF PHYSICS
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