咨询与建议

限定检索结果

文献类型

  • 43 篇 期刊文献
  • 1 篇 会议

馆藏范围

  • 44 篇 电子文献
  • 0 种 纸本馆藏

日期分布

学科分类号

  • 44 篇 理学
    • 42 篇 数学
    • 3 篇 物理学
  • 19 篇 管理学
    • 19 篇 管理科学与工程(可...
  • 11 篇 工学
    • 4 篇 控制科学与工程
    • 4 篇 石油与天然气工程
    • 3 篇 计算机科学与技术...
    • 2 篇 信息与通信工程
    • 1 篇 软件工程

主题

  • 44 篇 generalized conv...
  • 6 篇 convex functions
  • 6 篇 optimality condi...
  • 5 篇 duality
  • 4 篇 generalized subd...
  • 3 篇 strongly convex ...
  • 2 篇 generalized mono...
  • 2 篇 nonsmooth optimi...
  • 2 篇 nondifferentiabl...
  • 2 篇 sublinear functi...
  • 2 篇 fractal set
  • 2 篇 lipschitz proper...
  • 2 篇 local fractional...
  • 2 篇 generalized herm...
  • 2 篇 sufficient optim...
  • 2 篇 multi-objective ...
  • 2 篇 26b25
  • 2 篇 conjugates
  • 2 篇 generalized mono...
  • 2 篇 second order sym...

机构

  • 3 篇 inst adv studies...
  • 2 篇 comsats univ isl...
  • 2 篇 inst adv studies...
  • 2 篇 tech univ varna ...
  • 2 篇 jiangsu univ sci...
  • 2 篇 pukyong natl uni...
  • 2 篇 univ bielsko bia...
  • 2 篇 dalian univ tech...
  • 1 篇 department of ma...
  • 1 篇 indian inst tech...
  • 1 篇 banaras hindu un...
  • 1 篇 ain shams univ f...
  • 1 篇 huzhou univ dept...
  • 1 篇 fujian normal un...
  • 1 篇 tsing hua univ d...
  • 1 篇 duzce univ fac s...
  • 1 篇 univ bielsko bia...
  • 1 篇 princess nourah ...
  • 1 篇 cent univ venezu...
  • 1 篇 univ pisa pisa

作者

  • 5 篇 alizadeh mohamma...
  • 3 篇 ivanov vsevolod ...
  • 3 篇 nikodem kazimier...
  • 2 篇 liu sanming
  • 2 篇 kim do sang
  • 2 篇 khan ahmad
  • 2 篇 iftikhar sabah
  • 2 篇 butt saad ihsan
  • 2 篇 lee yu jung
  • 2 篇 feng enmin
  • 2 篇 noor khalida ina...
  • 2 篇 noor muhammad as...
  • 2 篇 lee hyo jung
  • 2 篇 karamardian s
  • 2 篇 schaible s
  • 1 篇 孙毅
  • 1 篇 gilanyi attila
  • 1 篇 erden samet
  • 1 篇 meftah b.
  • 1 篇 luc dt

语言

  • 41 篇 英文
  • 2 篇 其他
  • 1 篇 中文
检索条件"主题词=Generalized Convex Functions"
44 条 记 录,以下是21-30 订阅
排序:
Minimax fractional programming under nonsmooth generalized (F, ρ, θ)-d-univexity
收藏 引用
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 2007年 第1期328卷 676-689页
作者: Zheng, X. J. Cheng, L. Zhejiang Normal Univ Sch Math Phys & Informat Engn Jinhua Zhejiang 321004 Peoples R China Jinhua Coll Profess & Technol Normal Sch Jinhua Zhejiang 321017 Peoples R China
In this paper, we are concerned with a nondifferentiable minimax fractional problem with inequality constraints. We introduce a new class of generalized convex function, that is, nonsmooth generalized (F, rho, theta)-... 详细信息
来源: 评论
Favard's inequality on average values of convex functions
收藏 引用
MATHEMATICAL AND COMPUTER MODELLING 2003年 第12-13期37卷 1383-1391页
作者: Wulbert, DE Univ Calif San Diego Dept Math La Jolla CA 92093 USA
Let f greater than or equal to 0 be a continuous, concave function on [a, b]. Let (f) over bar = (1/(b - a)) integral(a)(b) f (t) dt. Favard's inequality is that, when delta = (f) over bar 1/2delta integral((f) ov... 详细信息
来源: 评论
Optimality conditions for multiple objective fractional subset programming with (ρ,σ,θ)-type-I and related non-convex functions
收藏 引用
CALCOLO 2012年 第3期49卷 177-192页
作者: Mishra, S. K. Jaiswal, M. Pankaj Banaras Hindu Univ Dept Math Fac Sci DST Ctr Interdisciplinary Math Sci Varanasi 221005 Uttar Pradesh India Banaras Hindu Univ Mahila Maha Vidhyalaya Varanasi 221005 Uttar Pradesh India
In this paper, we introduce a class of generalized invex n-set functions, called (rho,sigma,theta)-type-I and related non-convex functions, and then establish a number of parametric and semi-parametric sufficient opti... 详细信息
来源: 评论
On e-convex functions and e-subdifferentials in locally convex spaces
收藏 引用
OPTIMIZATION 2023年 第5期72卷 1347-1362页
作者: Alizadeh, Mohammad Hossein Inst Adv Studies Basic Sci IASBS Dept Math Zanjan Iran
We introduce and study the notion of e-subdifferential for an e-convex function in locally convex spaces. Some relationships between the e-subdifferential and the Clarke-Rockafellar subdifferential are established. Be... 详细信息
来源: 评论
On the sum rules and maximality of generalized subdifferentials
收藏 引用
OPTIMIZATION 2024年 第7期73卷 2139-2158页
作者: Alizadeh, Mohammad Hossein Youhannaee Zanjani, Alireza Inst Adv Studies Basic Sci IASBS Dept Math Zanjan Iran
Some properties of sigma-convex functions are studied. Then some relations between the notions of sigma-subdifferentials and sigma-convex functions are established. Also, we present some results regarding the sum form... 详细信息
来源: 评论
On the functions with pseudoconvex sublevel sets and optimality conditions
收藏 引用
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 2008年 第2期345卷 964-974页
作者: Ivanov, Vsevolod I. Tech Univ Varna Dept Math Varna 9010 Bulgaria
A new class of generalized convex functions, called the functions with pseucloconvex sublevel sets, is defined. They include quasiconvex ones. A complete characterization of these functions is derived. Further, it is ... 详细信息
来源: 评论
Higher order optimality conditions with an arbitrary non-differentiable function
收藏 引用
OPTIMIZATION 2016年 第11期65卷 1909-1927页
作者: Ivanov, Vsevolod I. Tech Univ Varna Dept Math Varna Bulgaria
In this paper, we introduce a higher order directional derivative and higher order subdifferential of Hadamard type of a given proper extended real function. We obtain necessary and sufficient optimality conditions of... 详细信息
来源: 评论
Remarks on strongly convex functions
收藏 引用
AEQUATIONES MATHEMATICAE 2010年 第1-2期80卷 193-199页
作者: Merentes, Nelson Nikodem, Kazimierz Cent Univ Venezuela Escuela Matemat Caracas Venezuela Univ Bielsko Biala Dept Math & Comp Sci PL-43309 Bielsko Biala Poland
Some properties of strongly convex functions are presented. A characterization of pairs of functions that can be separated by a strongly convex function and a Hyers-Ulam stability result for strongly convex functions ... 详细信息
来源: 评论
convexifactors, generalized convexity and vector optimization
收藏 引用
OPTIMIZATION 2004年 第1期53卷 77-94页
作者: Dutta, J Chandra, S Indian Inst Technol Dept Math Kanpur 208016 Uttar Pradesh India Indian Inst Technol Dept Math New Delhi 110016 India
In this article we study a recently introduced notion of non-smooth analysis, namely convexifactors. We study some properties of the convexifactors and introduce two new chain rules. A new notion of non-smooth pseudoc... 详细信息
来源: 评论
NONDIFFERENTIABLE MULTIOBJECTIVE SECOND ORDER SYMMETRIC DUALITY WITH CONE CONSTRAINTS
收藏 引用
TAIWANESE JOURNAL OF MATHEMATICS 2008年 第8期12卷 1943-1964页
作者: Kim, Do Sang Lee, Yu Jung Lee, Hyo Jung Pukyong Natl Univ Dept Appl Math Pusan 608737 South Korea
We introduce two pairs of nondifferentiable multiobjective second order symmetric dual problems with cone constraints over arbitrary closed convex cones, which is different from the one proposed by Mishra and Lai [12]... 详细信息
来源: 评论