Page 2: Research news on Symmetries in condensed matter

In condensed matter physics, analysis of symmetries is a fundamental theoretical technique used to classify phases of matter, constrain effective Hamiltonians, and predict emergent phenomena independent of microscopic details. By identifying spatial (lattice, point-group, translational), internal (spin, gauge), and spacetime (time-reversal) symmetries and how they are represented on fields or quasiparticles, one can determine allowed terms in Ginzburg–Landau functionals, low-energy effective field theories, and band structures. Symmetry considerations underlie methods such as group-theoretical classification of order parameters, symmetry-based selection rules, topological band theory, and the systematic construction of symmetry-protected and symmetry-enriched phases in crystalline and strongly correlated systems.

Detecting the hidden magnetism of altermagnets

Altermagnets are a newly recognized class of antiferromagnets whose magnetic structure behaves very differently from what is found in conventional systems. In conventional antiferromagnets, the sublattices are linked by simple ...

Researchers observe time crystal in a spin maser system

Time crystals represent a new phase of matter proposed by Frank Wilczek, the Nobel laureate of Physics in 2004; they can break original time-translation symmetry and create new time oscillations spontaneously.

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