A Review on the Non-Monotone Trust Region Methods
Journal Title: Scholars Journal of Engineering and Technology - Year 2014, Vol 2, Issue 4
Abstract
Recently, non-monotone technique attracts the attention of many scholars and there are various articles about this subject. The non-monotone line search technique performs well especially in the case of the bottom of a curved narrow valley, which is a common occurrence in nonlinear problems. The purpose of this paper is to discuss the main developments of non-monotone techniques used in trust region algorithms for unconstrained optimization. Keywords: trust region; non-monotone technique; line search
Authors and Affiliations
Yuanyuan Wu, Qinghua Zhou
Keywords
Related Articles
- EP ID EP384923
- DOI -
- Views 76
- Downloads 0
Uniform Frequency Sub-Band filtering Approach for Marathi Alphabets Processing
Speech enhancement aims to improve speech quality by using various algorithms. The objective of enhancement is improvement in intelligibility using audio signal processing techniques. The choice of the filter-bank has a...
Correction of Friction Resistance Coefficient Based on Filled Function Method
The changed friction resistance coefficient of the pipeline after the oilfield water injection pipe network system is used for a long term cannot reflect the actual conditions of the pipeline accurately. As the main para...
Detection and Prevention of a Selfish attack in Cognitive Radio Adhoc Network
Cognitive radio network (CRN) is a network in which an un-licensed user is secondary user (SU) can use an empty channel in a spectrum band of licensed user known as primary user (PU). It is useful as well as harmful too...
Effectiveness of Palm Kernel Shells as Packings for Biogas Chemical Scrubbing at Ambient Conditions
Bio-methane is a flammable renewable energy resource processed an-aerobically from biomass which includes municipal wastes, farm animal wastes, and vegetable/food wastes among others. The raw bio-methane produced contain...
On The Ternary Quadratic Diophantine Equation 6(x2+y2)-8xy=21z2
The ternary quadratic equation representing a homogeneous cone is analyzed for its non-zero distinct integral points. A few interesting properties among the solutions and special numbers namely, Polygonal numbers, Cent...