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2022 12th International Conference on Information Science and Technology (ICIST)最新文献

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A Neurodynamic Approach for a Class of Convex-concave Minimax Problems 一类凸凹极大极小问题的神经动力学方法
Pub Date : 2022-10-14 DOI: 10.1109/ICIST55546.2022.9926965
Zehua Xie, Xinrui Jiang, Sitian Qin, Jiqiang Feng, Shengbing Xu
This paper presents a neurodynamic approach for a class of convex-concave minimax problems. First, variational inequalities are given, serving as the necessary and sufficient conditions for the desired saddle point of the underlying objective function. Next, based on the variational inequalities, a neurodynamic approach is designed for the minimax problems. Taking advantage of a proper Lyapunov function, the stability of the state solution of the proposed neurodynamic approach is guaranteed. Furthermore, the proposed neurodynamic approach is able to solve the non-quadratic convex-concave minimax problem exponentially. Compared with the existing researches for the quadratic minimax problem, the proposed neurodynamic approach has wider scope of applications to some extent. Finally, a numerical experiment is provided to show the effectiveness of the proposed neurodynamic approach.
本文给出了求解一类凸凹极大极小问题的神经动力学方法。首先,给出变分不等式,作为目标函数期望鞍点的充分必要条件。其次,基于变分不等式,设计了求解极大极小问题的神经动力学方法。利用适当的Lyapunov函数,保证了所提神经动力学方法状态解的稳定性。此外,所提出的神经动力学方法能够以指数方式求解非二次凸凹极小极大问题。与已有的二次极大极小问题研究相比,本文提出的神经动力学方法在一定程度上具有更广泛的应用范围。最后,通过数值实验验证了所提神经动力学方法的有效性。
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引用次数: 0
A New and More Challenging Compositive Multi-Task Optimization Problem Test Suite 一个新的更具挑战性的综合多任务优化问题测试套件
Pub Date : 2022-10-14 DOI: 10.1109/ICIST55546.2022.9926808
Yiyi Jiang, Zhi-hui Zhan, Jinchao Zhang
Evolutionary multi-task optimization (EMTO) is a recently emerging topic in the research area of evolutionary computation, aiming at solving multiple different optimization tasks simultaneously. Recently, with the development of EMTO, many multi-task optimization problem (MTOP) benchmark test suites have been proposed. However, these MTOP test suites are not sufficiently challenging. That is, the tasks in these MTOPs always have the same dimensionality and the aligned dimensions of the tasks can have related physical meanings or similar optimal values. To address these disadvantages of existing MTOP test suites, we propose a new and more challenging compositive MTOP (cMTOP) test suite. There are ten cMTOP instances in this test suite and each instance contains two tasks. These cMTOP instances are more challenging with three properties. First, the tasks in each cMTOP have different numbers of dimensions. Second, to make the aligned dimensions of two tasks have irrelated physical meanings, each task is a composition function composed of several basic functions. Third, each task in cMTOP is shifted and rotated to make the aligned dimensions of the two tasks have different optimal values. Based on these properties, the proposed cMTOP test suite is more challenging and can better evaluate the performance of EMTO algorithms. Finally, we analyze the performance of several state-of-the-art EMTO algorithms on this new and challenging cMTOP test suite.
进化多任务优化(EMTO)是进化计算领域的一个新兴研究课题,旨在同时解决多个不同的优化任务。近年来,随着EMTO的发展,出现了许多多任务优化问题(MTOP)基准测试套件。然而,这些MTOP测试套件没有足够的挑战性。也就是说,这些mtop中的任务总是具有相同的维度,并且任务的对齐维度可以具有相关的物理意义或相似的最优值。为了解决现有MTOP测试套件的这些缺点,我们提出了一个新的更具挑战性的综合MTOP (cMTOP)测试套件。在这个测试套件中有10个cMTOP实例,每个实例包含两个任务。这些cMTOP实例具有三个属性,更具挑战性。首先,每个cMTOP中的任务具有不同的维数。其次,为了使两个任务的对齐维度具有不相关的物理意义,每个任务都是由几个基本功能组成的组合函数。第三,对cMTOP中的每个任务进行移动和旋转,使两个任务的对齐维度具有不同的最优值。基于这些特性,提出的cMTOP测试套件更具挑战性,可以更好地评估EMTO算法的性能。最后,我们分析了几种最先进的EMTO算法在这个新的和具有挑战性的cMTOP测试套件上的性能。
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引用次数: 0
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2022 12th International Conference on Information Science and Technology (ICIST)
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