Solution set

Soap Perfumery and Cosmetics Group

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Solution set

机译：解决方案集

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Concurrent presentations make attendance at all sessions impossibe and selecting those to attend can be difficult.In the author's case the selection is based on particular spheres of interest and current formulation projects.

机译：并发的演示使参加所有会议成为不可能，并且很难选择要参加的会议。在作者的情况下，选择是基于特定的兴趣领域和当前的制定项目。

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《Soap, Perfumery and Cosmetics》 |2007年第2期|共3页
作者
Soap Perfumery and Cosmetics Group;
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正文语种 eng
中图分类油脂和蜡的化学加工工业、肥皂工业;
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1. An Oettli-Prager-like theorem for the symmetric solution set and for related solution sets [J] . Mayer G. SIAM Journal on Matrix Analysis and Applications . 2012,第3期

机译：对称解集和相关解集的Oettli-Prager类定理
2. Lower Semicontinuity and Upper Semicontinuity of the Solution Sets and Approximate Solution Sets of Parametric Multivalued Quasivariational Inequalities [J] . P. Q. Khanh, L. M. Luu Journal of Optimization Theory and Applications . 2007,第3期

机译：参数多值拟变分不等式的解集和近似解集的下半连续性和上半连续性
3. Discrete Optimization Problems with Interval Data: Pareto Set of Solutions or Set of Weak Solutions? [J] . GALINA KOZINA Reliable Computing . 2004,第6期

机译：间隔数据的离散优化问题：Pareto解集还是弱解集？
4. Review of Five Sets of Piecewise Constant Orthogonal Functions for Function Approximation, Integration and Solution of First Order Differential Equation Using These Function Sets [C] . A. Ganguly, H. Basu International Conference on Advances in Control and Optimization of Dynamical Systems . 2014

机译：用这些函数集回顾五组函数近似，集成和解的函数近似，集成和解决方案的分段恒定正交功能
5. On the local structure of the set of steady-state solutions to the two-dimensional Euler equations [D] . Choffrut, Antoine 2009

机译：关于二维Euler方程稳态解集的局部结构
6. Solution structure of the Set2–Rpb1 interacting domain of human Set2 and its interaction with the hyperphosphorylated C-terminal domain of Rpb1 [O] . Ming Li, Hemali P. Phatnani, Ziqiang Guan, 2005

机译：人Set2的Set2-Rpb1相互作用域的溶液结构及其与Rpb1的超磷酸化C末端域的相互作用
7. Research Slightly double fuzzy continuous functions via $e$-open sets P. Periyasamy 1 , A. Vadivel 2 *, G. Saravanakumar 3 and V. Chandrasekar 4 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:570-575 DOI: 10.26637/MJM0S20/0109 Full Article PDF PDF size (1,412.53 KB) Research An $O(n)$-time algorithm to compute minimum $k$-hop connected dominating set of interval graphs Sambhu Charan Barman 1 *, Madhumangal Pal 2 and Sukumar Mondal 3 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:576-580 DOI: 10.26637/MJM0S20/0110 Full Article PDF PDF size (1,420.88 KB) Research Solution of fractional integro-differential equations by Bernstein polynomials J.A. Nanware 1 * Parameshwari M. Goud 2 * and T.L. Holambe 3 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:581-586 DOI: 10.26637/MJM0S20/0111 Full Article PDF PDF size (1,489.44 KB) Research Bases and metric dimension of composition product of some graph families P.V. Shamsudheen 1 * and A.T. Shahida 2 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:587-589 DOI: 10.26637/MJM0S20/0112 Full Article PDF PDF size (1,542.84 KB) Research New exact solutions for general Boussinesq equation Subin P. Joseph 1 * Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:590-593 DOI: 10.26637/MJM0S20/0113 Full Article PDF PDF size (1,373.03 KB) Research Mathematical model on MHD oscillatory flow through a porous medium under the influence of heat and mass transfer M. Chitra 1 * and V. Kavitha 2 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:594-600 DOI: 10.26637/MJM0S20/0114 Full Article PDF PDF size (1,463.96 KB) Research Three dimensional exact solutions for Newtonian and non-Newtonian fluid flows [O] . Subin P. Joseph 2020

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8. Computational Advances in the Solution of Large-Scale Set Covering and Set Partitioning Problems [R] . Bausch, D. O. 1982

机译：大规模集合覆盖和集合划分问题求解的计算进展

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