Yukie (or Yukié) is a feminine Japanese given name. Yukie can be written using different combinations of kanji characters. Here are some examples: 幸恵

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A Full-Stack Application with Next.js and ElysiaJS (⭐ 12)

Points: 0 | Comments: 0 | Author: m3at

In this paper, we consider the most non-split parabolic D_4 type prehomogeneous vector space. The vector space is an analogue of the space of Hermitian forms. We determine the principal part of the ze...

Yukie Nakama (仲間 由紀恵, Nakama Yukie; born October 30, 1979) is a Japanese actress, singer, and former idol. She was born in Urasoe, Okinawa, Japan, into

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No description (⭐ 15)

Points: 9 | Comments: 15 | Author: yukieliot

Let (G,V) be an irreducible prehomogeneous vector space defined over a number field k, P in k[V] a relative invariant polynomial, and X a rational character of G such that P(gx)=X(g)P(x). Let V_k^{ss}...

Yukie Osumi (born 1945; Japanese: 大角幸枝, romanized: Ōsumi Yukie) is a Japanese metalsmith. In 2015, she became the first woman in her field to be named

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雪绘bot查分器火热开发中~ (⭐ 2)

In this paper we consider an analogue of the zeta function for not necessarily prehomogeneous representations of GL(2) and compute some of the poles....

Yukie Kawamura (川村 ゆきえ, Kawamura Yukie; born January 23, 1986) is a Japanese gravure idol, tarento, and actress signed to Japan Art. Born in Otaru, Hokkaidō

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No description (⭐ 2)

In this note, we prove that if $(G,V)$ is a prehomogeneous vector space over any field $k$ such that the stabilizer of a generic point is reductive, the set of semi-stable points is a single orbit ove...

Yukie Chiri (知里 幸恵, Chiri Yukie; June 8, 1903 – September 18, 1922) was an Ainu transcriber and translator of Yukar (Ainu epic tales). Yukie Chiri was

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Yukie's Website (⭐ 0)

This is part one of a series of papers. In this series of papers, we consider problems analogous to the Oppenheim conjecture from the viewpoint of prehomogeneous vector spaces....

Yukie Arata (荒田 雪江, Arata Yukie; born 25 October 1914, date of death unknown) was a Japanese freestyle swimmer. She competed in the 1932 Summer Olympics

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Config files for my GitHub profile. (⭐ 0)

In this paper, we give an introduction to the rationality of the equivariant Morse stratification, and state the author's results on zeta functions of prehomogeneous vector spaces....

manga); Smith & Wesson .357 Magnum revolver (film) Girl #2 Yukie Utsumi (内海 幸枝, Utsumi Yukie) is an intelligent, caring girl and Haruka Tanizawa's best

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练手用网站后端。 (⭐ 0)

Throughout this paper, k is a number field. We fix a quadratic extension k_1=k(a_0) of k, where a_0=sqrt(B_0) for a certain B_0 in k^\times/(k^\times)^2. In this paper, we consider the zeta function d...

Yukie Nishimura (西村 由紀江, Nishimura Yukie; born May 8, 1967 in Toyonaka, Osaka) is a prolific Japanese pianist and composer. Hailed as a musician of "New

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Config files for my GitHub profile. (⭐ 0)

Let H_1=SL(5), H_2=SL(3), H=H_1 \times H_2. It is known that (G,V) is a prehomogeneous vector space (see [22], [26], [25], for the definition of prehomogeneous vector spaces). A non-constant polynomia...

Hirata Kamon Yukie (平田 掃部 靭負; 1704–1755) was a Japanese karō and samurai retainer of the Satsuma Domain best known for his involvement in the 1754 Hōreki

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No description (⭐ 0)

The purpose of the paper is to prove an analogous correspondence for the above prehomogeneous vector space (1)-(3). For case (1) the correspondence is bijective. However, it turns out that the corresp...

Hiroto Yukie (雪江 悠人, Yukie Hiroto; born 9 June 1996) is a Japanese footballer currently playing as a defender or forward for Vanraure Hachinohe. As of

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No description (⭐ 0)

This is the second part of a two part paper. In this part, we evaluate the previously unevaluated local densities at dyadic places which appear in the density theorem stated in the first part. For thi...