A Newton’s Method for Nonlinear Unconstrained Optimization Problems with Two Variables
Journal Title: International Journal of Science and Research (IJSR) - Year 2013, Vol 2, Issue 1
Abstract
In this paper a modification of the classical Newton Method for solving nonlinear, univariate and unconstrained optimization problems based on the development of the new variants is presented. Moreover it focuses on the applications of the method for various means such as harmonic mean, Arithmetic mean, Geometric mean etc. Furthermore, numerical examples are discussed and the graphs of the results provided using MATLAB.
Hashimoto’s Thyroiditis: A Correlation of Cytolomorphology with Clinical, Biochemical & Radiological Findings
Introduction: Hashimoto’s thyroiditis one of the most common causes of goiter & hypothyroidism, basically, is an autoimmune disorder, the hallmark being lymphocytic infiltration of thyroid follicles resulting in an auto...
Application of Linear Programming (Assignment Model)
" Abstract The aims of this paper is to clarify the theoretical aspects of the assignment problem and provide customization model that reduces the cost of resource allocation (Source) to a number of points of sale (Dest...
Efficient Resource Utilization through Sensor Virtualization
"Wireless Sensor Networks (WSNs) are used in many application areas including health, agriculture and gaming. New advances in sensor technology make it pertinent to consider sharing a deployed WSN infrastructure by multi...
Infringement Of IPR in Race of Information Technology
Information Technology is growing faster than any other communication vehicle in the history of mankind. Invention of digital technology was the most important revolution in the last century. The influence of digital tec...
Customer Relationship Management Practices In Selected Organized Retail Outlets: A Case Study of Indore City
Customer Relationship Management Practices In Selected Organized Retail Outlets: A Case Study of Indore City