Milan Zlatanović

collaborators

5 papers

math.GM2026

Reciprocal Cost on the Positive Rationals

Jonathan Washburn, Sebastian Pardo-Guerra, Milan Zlatanović

We study nonnegative solutions of the reciprocal cost law on the positive rationals and determine which of them admit regular extensions to the positive reals. Using the substituti…

math.DG2026

Golden and Metallic Structures on Hessian Manifolds

Jonathan Washburn, Milan Zlatanović

We consider the reciprocal cost function $J (x) = \frac{1}{2} (x + x^{- 1}) - 1$ and its $n$ -dimensional extension $J(x_1,\ldots,x_n) = \frac12(R+R^{-1})-1, R=\prod\limits_{i=1}^n x_i^{α_i},…

math.DG2026

Multidimensional cost geometry

Jonathan Washburn, Milan Zlatanović, Philip Beltracchi

In this paper, we study the geometric structure induced by the canonical reciprocal cost function and its natural $n$ -dimensional extension. In logarithmic coordinates, the potenti…

math.DG2026

Einstein connection of nonsymmetric pseudo-Riemannian manifold, II

Vladimir Rovenski, Milan Zlatanović, Miroslav Maksimović

Advances in modern physics since Einstein have made the nonsymmetric metric (0,2)-tensor $G = g + F$ , where $g$ is a pseudo-Riemannian metric associated with gravity, and $F \neq = 0$ is a…

math.CA2026

The d'Alembert Inevitability Theorem

Jonathan Washburn, Milan Zlatanović, Elshad Allahyarov

We study functions satisfying the composition law $F (x y) + F (x / y) = P (F (x), F (y))$ with a symmetric polynomial combiner $P$ . We prove that symmetry together with a quadratic degree boun…