39,076 research outputs found
A Q zheng zhuan.
'阿Q正傳'電影文學劇本 /許炎 /徐遲 ---p.1'阿Q正傳'原著小說 /魯迅 ---p.40'阿Q正傳'從小說到電影 /袁仰安 ---p.72寫在'阿Q正傳'後面 /許炎 ---p.78槍斃阿Q精神 /雲彩 ---p.80名著的改編 /林歡 ---p.83我演阿Q /關山 ---p.85[魯迅原著] 許炎, 徐遲改編.Play.[Lu Xun yuan zhu] Xu Yan, Xu Chi gai bian
q-Differential equations for q-classical polynomials and q-Jacobi-Stirling numbers
We introduce, characterise and provide a combinatorial interpretation for the so-called q-Jacobi–Stirling numbers.
This study is motivated by their key role in the (reciprocal) expansion of any power of a second order
q-differential operator having the q-classical polynomials as eigenfunctions in terms of other even order operators,
which we explicitly construct in this work. The results here obtained can be viewed as the q-version of
those given by Everitt et al. and by the first author, whilst the combinatorics of this new set of numbers is a
q-version of the Jacobi–Stirling numbers given by Gelineau and the second author
Q&A with Yan-Gang Sun
We discuss with Yan-Gang Sun his passion and experiences that made him a neuroscientist and the current focus of his lab at the Chinese Academy of Sciences. Yan-Gang shares the lab environment he has been fostering and advises junior scientists to maintain research focus and form interdisciplinary collaborations
Adapted deformations and Ekedahl-Oort stratifications of Shimura varieties
The thesis deals with the Ekedahl-Oort stratification of the special fibre of Shimura varieties of Hodge type. We construct a morphism of schemes from a(n) (fppf-)torsor of the special fibre of Shimura variety to a subquotient scheme of the loop group of the associated reductive group of the Shimura varieties. This morphism is given roughly given by the Frobenii of a family of p-divisible groups associated to the Shimura variety. We show that this morphism induces a morphism of fpqc sheaves from the Shimura variety in question to an fpqc subquotient sheaf of the loop group. We show in the end that the geometric fibre of this morphism give back the Ekedahl-Oort strata of the Shimura variety: this gives a conceptual interpretation of Eva Viehmann's new invariants of truncation of level 1 of loop groups
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