On a problem of Rankin about the Epstein zeta-function

Related Items

Coulomb and Riesz gases: The known and the unknown, Optimality of the triangular lattice for Lennard–Jones type lattice energies: a computer-assisted method, An application of hypergeometric functions to heat kernels on rectangular and hexagonal tori and a ``Weltkonstante-or-how Ramanujan split temperatures, On Born's conjecture about optimal distribution of charges for an infinite ionic crystal, On similarity classes of well-rounded sublattices of \(\mathbb Z^2\), An isoperimetric inequality for an integral operator on flat tori, On sublattices of the hexagonal lattice, Spectrally optimized pointset configurations, Locally lattice sampling designs for isotropic random fields, Local variational study of 2d lattice energies and application to Lennard–Jones type interactions, A minimum for the theta-function in three variables and the solution of the Rankin-Sobolev problem in a three-dimensional space, Casimir energy and modularity in higher-dimensional conformal field theories, Saturating unitarity bounds at U-duality symmetric points, Three‐dimensional lattice ground states for Riesz and Lennard‐Jones–type energies, Dimension reduction techniques for the minimization of theta functions on lattices, Crystallization for Coulomb and Riesz interactions as a consequence of the Cohn-Kumar conjecture, Maximal theta functions universal optimality of the hexagonal lattice for Madelung-like lattice energies, Height of flat tori, From the Ginzburg-Landau model to vortex lattice problems, Effect of periodic arrays of defects on lattice energy minimizers, Generation of off-critical zeros for hypercubic Epstein zeta functions, Local optimality of cubic lattices for interaction energies, NEXT ORDER ASYMPTOTICS AND RENORMALIZED ENERGY FOR RIESZ INTERACTIONS, Minima of Epstein's zeta function and heights of flat tori, ON EPSTEIN'S ZETA FUNCTION OF HUMBERT FORMS, Higher-Dimensional Coulomb Gases and Renormalized Energy Functionals, Optimal lattice configurations for interacting spatially extended particles, Optimal and non-optimal lattices for non-completely monotone interaction potentials, Minimizing lattice structures for Morse potential energy in two and three dimensions, Application of an idea of Voronoĭ to lattice zeta functions, Two-Dimensional Theta Functions and Crystallization among Bravais Lattices, Local minima of the Epstein zeta-function, Minimal soft lattice theta functions, On the question of final \(\zeta\)-optimality of lattices providing the closest lattice packing of \(n\)-dimensional spheres, On energy ground states among crystal lattice structures with prescribed bonds