kansei Product Introduction

The statistical procedure proposed in this paper has the following advantages over the existing techniques: (i) the estimates are obtained for covariate dependence for different

There is a bijection between left cosets of S n in the affine group and certain types of partitions (see Bjorner and Brenti (1996) and Eriksson and Eriksson (1998)).. In B-B,

In this paper, by supposing a natural comparison inequality on the positive r-th mean curvatures of the hypersurface, we obtain some new Bernstein-type theorems for complete

In the latter half of the section and in the Appendix 3, we prove stronger results on elliptic eta-products: 1) an elliptic eta-product η (R,G) is holomorphic (resp. cuspidal) if

(The Elliott-Halberstam conjecture does allow one to take B = 2 in (1.39), and therefore leads to small improve- ments in Huxley’s results, which for r ≥ 2 are weaker than the result

The long section 3 is devoted to control constants in the estimates for en- tropy numbers of compact embeddings (between some Triebel–Lizorkin spaces) approaching a limiting

“Breuil-M´ezard conjecture and modularity lifting for potentially semistable deformations after

Charles Conley once said his goal was to reveal the discrete in the con- tinuous. The idea here of using discrete cohomology to elicit the behavior of continuous dynamical systems