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Literature DB >> 10039496

O(3) nonlinear sigma model and the topological distinction between integer- and half-integer-spin antiferromagnets in two dimensions.

Abstract

Year: 1988 PMID： 10039496 DOI： 10.1103/PhysRevLett.61.1029

Source DB: PubMed Journal: Phys Rev Lett ISSN： 0031-9007 Impact factor: 9.161

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3 in total

1. The geometric phase of Z_n- and T-symmetric nanomagnets as a classification toolkit.

Authors: M Prada
Journal: Sci Rep Date: 2017-04-25 Impact factor: 4.379

2. Unifying description of competing orders in two-dimensional quantum magnets.

Authors: Xue-Yang Song; Chong Wang; Ashvin Vishwanath; Yin-Chen He
Journal: Nat Commun Date: 2019-09-18 Impact factor: 14.919

3. Observation of fractional spin textures in a Heusler material.

Authors: Jagannath Jena; Börge Göbel; Tomoki Hirosawa; Sebastián A Díaz; Daniel Wolf; Taichi Hinokihara; Vivek Kumar; Ingrid Mertig; Claudia Felser; Axel Lubk; Daniel Loss; Stuart S P Parkin
Journal: Nat Commun Date: 2022-04-29 Impact factor: 17.694

3 in total

O(3) nonlinear sigma model and the topological distinction between integer- and half-integer-spin antiferromagnets in two dimensions.

1. The geometric phase of Zn- and T-symmetric nanomagnets as a classification toolkit.

2. Unifying description of competing orders in two-dimensional quantum magnets.

3. Observation of fractional spin textures in a Heusler material.

1. The geometric phase of Z_n- and T-symmetric nanomagnets as a classification toolkit.