结果分析中...
检索条件:"关键词=lattices "
条 记 录,以下是1-10
|
视图:
排序:
期刊半环上生成模糊理想及其结构
《计算机工程与应用》2009年第11期37-38,48,共3页姚金江 马振明 
山东省自然科学基金No.Y2005A12~~
给出了半环上生成模糊理想的概念并且讨论了生成模糊理想的与格相关性质,得到了令人满意的结果。
关键词:生成模糊理想  原子 
期刊Functional Characteristics of Some Banach lattices
《哈尔滨工业大学学报:英文版》1995年第3期1-6,共6页马明 薛小平 
FunctionalCharacteristicsofSomeBanachLatticesMAMing马明;XUEXiaoping薛小平(DepartmentofMathematics,HarbinInstitute...显示全部
关键词:ss: BANACH lattices ABSTRACT FUNCTION ABSOLUTE continuous FUNCTION 
期刊Calculation of local Fourier transforms for formal connections
《中国科学:数学英文版》2009年第10期2195-2206,共12页FANG JiangXue Chern Institute of Mathematics, Nankai University, Tianjin 300071, China 
We calculate the local Fourier transforms for formal connections. In particular, we verify some formulas analogous to a conjecture of Laumon and Malgrange for-adic local Fourier transforms.
关键词:LOCAL FOURIER transform good lattices FORMAL CONNECTIONS STATIONARY phase 
期刊Band dynamics accompanied by bound states in the continuum at the third-orderΓpoint in leaky-mode photonic lattices
《光子学研究:英文版》2021年第6期1109-1116,共8页SUN-GOO LEE SEONG-HAN KIM CHUL-SIK KEE 
National Research Foundation of Korea(2020R1F1A1050227,2020R1I1A1A01073945);Gwangju Institute of Science and Technology(GRI in 2021).
Bound states in the continuum(BICs)and Fano resonances in planar photonic lattices,including metasurfaces and photonic-crystal slabs,have been studied extensively in recent years.Typically,the BICs and Fano resonances...显示全部
关键词:lattices CONTINUUM HARMONICS 
期刊Characteristic evaluation on spray-deposited WFTO thin films as a function of W doping ratio
《稀有金属:英文版》2014年第4期433-441,共9页G.Turgut E.F.Keskenler S.Aydin D.Tatar E.Sonmez S.Dogan B.Duzgun 
In this work, F and F+W simultaneously doped SnO2 highly transparent conducting thin films were deposited on glass substrates at(500 ± 5) °C temperature by the spray pyrolysis method. Microstructural, morpho...显示全部
关键词:透明导电薄膜 特性评价 喷射沉积 函数 原子力显微镜 扫描电子显微镜 掺杂浓度 表面形态 
期刊格上可编程杂凑函数的新构造被引量:1
《密码学报》2016年第5期419-432,共14页张江 
国家重点基础研究发展项目(973计划)(2013CB338003);国家自然科学基金项目(61602046)
2008年,Hofheinz和Kiltz在美密会(CRYPTO)上提出了可编程杂凑函数的概念.作为刻画了分割证明技术的密码原语,可编程杂凑函数是构造标准模型下可证明安全密码方案的有力工具.受到传统可编程杂凑函数的启发,Zhang等人在2016年美密会上提...显示全部
关键词: 可编程杂凑函数 标准模型 数字签名 
期刊Inner product encryption from ring learning with errors
《网络空间安全科学与技术(英文)》2020年第1期310-320,共11页Shisen Fang Shaojun Yang Yuexin Zhang 
project is supported by the National Natural Science Foundation of China(11701089,61822202,61872089);Science and Technology Program of Fujian Province,China(2019J01428).
The functional encryption scheme designed using the lattice can realize fine-grained encryption and it can resist quantum attacks.Unfortunately,the sizes of the keys and ciphertexts in cryptographic applications based...显示全部
关键词:Functional encryption Inner product encryption lattices Ring learning with errors 
期刊Finite Groups with Certain S-Permutable and GS-Maximal Subgroups
《代数集刊:英文版》2020年第4期661-668,共8页A.M.Elkholy M.H.Abd-Ellatif 
Let G be a finite group and H a subgroup of G.We say that H is S-permutable in G if H permutes with every Sylow subgroup of G.A group G is called a generalized smooth group(GS-group)if[G/L]is totally smooth for every ...显示全部
关键词:smooth groups subgroup lattices S-permutability 
期刊Fuzzy Set Approximations in Fuzzy Formal Contexts
《南昌工程学院学报》2006年第2期88-91,共4页Mingwen Shao Shiqing Fan 
In this paper, a kind of multi-level formal concept is introduced. Based on the proposed multi-level formal concept,we present a pair of rough fuzzy set approximations within fuzzy formal contexts.By the proposed roug...显示全部
关键词:Rough sets Concept lattices Approximation operators 
期刊Rectangular Body-centered Cuboid Packing lattices and Their Possible Applications
《计算机科学研究(英文)》2019年第2期1-7,共7页Xiqiang Zheng 
We first introduce several sphere packing ways such as simple cubic packing(SC),face-centered cubic packing(FCC),body-centered cubic packing(BCC),and rectangular body-centered cuboid packing(recBCC),where the rectangu...显示全部
关键词:Sphere packing lattices FCC lattices BCC lattices DISCRETIZATION 
共9页<123456789
聚类工具

北京电子科技职业学院特色库 版权所有 ©2018