Symposium Organizers Rebecca Landsberg & Jim Bonacum (Symposium Co-Chairs) John Martin, Matt Evans, Yash Mhaskar (Moderators) Jo Patterson & Lucia Vazquez (Program & Coordinators) John Martin & Mike Lemke (Abstract Selection) Keenan Dungey (Advertising & Duplication) Jo Patterson & Marc Klingshirn (Announcements & Call for Papers) Harshavarden Bapat & Wayne Gade (Budget & Expenses) Harshavarden...

In this paper, we establish B.-Y. Chen?s optimal inequalities for statistical submanifolds involving Casorati curvature and the normalized scalar curavture in a manifold of quasi constant curvature. The equality cases these are also considered. Further, provide some applications our results. Moreover, as new example construct minimal surface (statistical submanifold)

The generalist insect herbivore Trichoplusia ni (cabbage looper) readily consumes Arabidopsis and can complete its entire life cycle on this plant. Natural isolates (ecotypes) of Arabidopsis are not equally susceptible to T. ni feeding. While some are hardly touched by T. ni, others are eaten completely to the ground. Comparison of two commonly studied Arabidopsis ecotypes in choice experiments...

Shiner, Davison and Landsberg have recently proposed a measure of complexity that has become the subject of an intense debate. We show that using the framework of the thermodynamic formalism, the properties and shortcomings of this measure—over-universality and a trivial implementation of the temperature dependence—can be interpreted and elucidated in a coherent way. Moreover, we show how the S...

in this paper, we study projective randers change and c-conformal change of p-reduciblemetrics. then we show that every p-reducible generalized landsberg metric of dimension n  2 must be alandsberg metric. this implies that on randers manifolds the notions of generalized landsberg metric andberwald metric are equivalent.