2005年 アニュアルレポート

In Section 4, we prove a stronger version of the Cli¤ord inequality for real hyper- elliptic curves, which sharpen Huisman’s general result for real curves [8]: if X is a

In this paper, the au- thor shall give a proof of a coincidence theorem for a Vietoris mapping and a compact mapping (cf. Definition 3.2) and prove the Lefschetz fixed point theorem

(Construction of the strand of in- variants through enlargements (modifications ) of an idealistic filtration, and without using restriction to a hypersurface of maximal contact.) At

Using the results of Sections 1 and 2 one can also define in the same way as in 3.4 the set of isomorphism classes of “double” degeneration data associated with the minimal

We define the elliptic Hecke algebras for arbitrary marked elliptic root systems in terms of the corresponding elliptic Dynkin diagrams and make a ‘dictionary’ between the elliptic

In the preceding paper, we formulated a conjecture on the relations between certain classes of irreducible representations of affine Hecke algebras of type B and symmetric crystals for

(It is a standard convention to denote the unique line on two distinct collinear points x and y of a partial linear space by the symbol xy.) A linear space ðP ; LÞ with all lines

鉄筋まで 15mm ※3 以下 鉄筋まで. 15mm