Bloch's law, its lattice correction, and the spherical magnetization law
What the paper claims, in its own words
Proves Bloch's T3/2 law with its exact coefficient for three-dimensional quantum Heisenberg ferromagnets at every positive quantum spin, allowing nonnegative symmetric finite-range couplings whose support generates ℤ3. The thermodynamic limit precedes the zero-field derivative and low-temperature limit. The family also proves spontaneous magnetization for nearest-neighbor models in every dimension d ≥ 3 and determines the first lattice correction for three-dimensional nearest-neighbor couplings.
The plain-language explainer for this entry is still coming.
The original papers (4)
- Bloch's Law for Finite-Range Heisenberg Ferromagnets in Three Dimensions (PDF, opens in a new tab) October 5, 2026
- The first lattice correction to Bloch's law (PDF, opens in a new tab) October 5, 2026
- The spherical magnetization law for the three-dimensional quantum Heisenberg ferromagnet (PDF, opens in a new tab) October 5, 2026
- Spontaneous magnetization in the quantum Heisenberg ferromagnet (PDF, opens in a new tab) September 24, 2026