A note on <i>Astragalus</i> L. section <i>Caprini</i> DC.

A Note on L-packets

One of the fundamental problems of local harmonic analysis is to classify the set Π(G) of equivalence classes of irreducible representations of G(F ). The problem separates naturally into two parts. The first is to establish the local Langlands correspondence. This conjecture of Langlands asserts that Π(G) is a disjoint union of finite subsets Πφ, indexed by (equivalence classes of) Langlands p...

Note on Dedekind Type Dc Sums

In this paper we study the Euler polynomials and functions and derive some interesting formulae related to the Euler polynomials and functions. From those formulae we consider Dedekind type DC(Daehee-Changhee)sums and prove reciprocity laws related to DC sums.

Section K-Section L

A Note on Weighted Composition Operators on L^p-Spaces

A note on [k, l]-sparse graphs

In this note we provide a Henneberg-type constructive characterization theorem of [k, l]-sparse graphs, that is, the graphs for which the number of induced edges in any subset X of nodes is at most k|X| − l. We consider the case 0 ≤ l ≤ k.