We give a complete solution to the Borel–Ritt problem in non-uniform spaces $${\mathscr {A}}^-_{(M)}(S)$$ of ultraholomorphic functions Beurling type, where S is an unbounded sector Riemann surface logarithm and M strongly regular weight sequence. Namely, we characterize surjectivity existence continuous linear right inverse asymptotic Borel map on terms aperture sequence M. Our work improves p...

This work regards the order polytopes arising from class of generalized snake posets and their meet-irreducible elements. Among same rank, we characterize those whose have minimal maximal volume. We give a combinatorial characterization circuits in related then conclude that all triangulations are unimodular. For word, count number flips for canonical triangulation these polytopes. determine fl...