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A recent analysis shows that the rich set of Lorentz covariants of the five‑dimensional Duffin‑Kemmer‑Petiau (DKP) algebra collapses to just
A team of mathematicians has shown that the unique equilibrium state of many complex systems—such as the flow of a fluid around an object or
Main discovery The authors give a geometric description of the formal local data of holonomic modules over the first Weyl algebra. Restricte
Main result. The paper proves an asymptotic Γ‑Bayer–Macrì–Toda (Γ‑BMT) inequality on every smooth polarized complex threefold. Set D = 1/2·K
Main discovery. For fixed finite field size q, and for diameters 4 ≤ d ≤ n−1 (excluding the binary endpoint q=2, d=n−1), the total number of
Main discovery. For every countable discrete group Γ and every Γ–C*-algebra A, the map π_* induced by the natural Γ‑equivariant map π: EΓ →
Main discovery The authors introduce a broad class of shapes called convex-like submanifolds in Lorentz–Minkowski space. They attach three g
Main discovery Two cyclic number fields have isometric integral trace lattices exactly when they share three arithmetic invariants: degree,
Main finding: The author argues that recent AI achievements in mathematics have intensified predictions of human intellectual obsolescence.
Main discovery A proof shows that for r ≥ 10 and very general points p1,…,pr in the complex projective plane P2, any nonzero homogeneous pol