List of Journals    /    Call For Papers    /    Subscriptions        
 
 
 
 
 
 
ABOUT IJOAR
 About IJOAR
 IJOAR Journals Objectives
 List of Journals
 CALL FOR PAPERS
 Special Issue CFP
AUTHOR GUIDELINES
 Submission Guidelines
 Peer Review Process
 Plagiarism Policies
 Abstracting & Indexing
 Open Access Policy
 Submit Manuscript
 FOR REVIEWERS
 Reviewer Guidelines
 FOR REGISTRATION
 Registration Process
 Online (via Paypal)
 Wire Transfer Process
 Direct Bank Transfer
 DOWNLOAD SECTION
 Manuscript Template
 Copyright Form
 Registration Form
  SERVICES
 Abstracting & Indexing
 CURRENT ISSUES
 Volume 1, Issue 1, Jan 2013
 
 

Volume 1, Issue 1, January 2013


International Journal of Advance Research in Mathematics and Mathematical Sciences (IJOARM)
 
 

Visibility Graph - Shortest Path in Polygonal Arena, Motion Planning[ ]


This thesis is concentrating on the algorithm analysis and explanation of shortest path finding algorithm and most commonly known algorithm for shortest route is Dijkstra's algorithm. The shortest path from the source and the destination with inclusion of the vertices and set of vertices are considered in a polygonal path.

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
Content Based Image Retrieval On Image Sub-blocks[ ]


As a consequence of increasing functions of primary faculties, the manifestation of social facilities represent an essential a part of the spatial framework of contemporary pedagogic method with a spatially pronounced social part. Irrespective of the scale of the college, high level of usability and connectedness of all areas which are typically consequentially multifunctional in character, represents one amongst the fundamental ways for overcoming of rigid spatial-functional volumes characteristic for science design of traditional faculties.

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
Feed Water Heater Mathematical Model [ ]


This is a discussion of two parts of mathematical model about feed water heaters the extensions is given in the sequel paper. In the models here the mass and energy balance equation. In this model, there's no division into 3 zones the heat exchanger treated as single zone and the mass and energy balance equation.

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
Three Zone Model - A case Study [ ]


In this model the heat money dealer is split into 3 zones and the mass and energy balance equation and Peclet's law are written for every zone. The accuracy of the models was examined on the idea of real data. Peclet's law is written for the heat exchange.

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
Two Point Methods For Non Linear Equations[ ]


The following paper focuses on two-point derivative free methods The following paper The following paper presents an efficient family of two-point derivative free methods for solving nonlinear equations with memory. Using this accelerating technique the convergence order increases from 4 to at least 2+√6 ≈ 4.45, 5, 1 2(5 + √33 ) ≈ 5.37 and 6 without any additional function. It is more efficient compared to class of two-point methods and three-point methods.

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------

 
 
     
  Untitled Document
 
 
Copyrights & Usage: Articles published by IJOAR Journals are Open Access. Permission to copy and distribute any other content, ../../images, animation and other parts of this website is prohibited. IJOAR Journals has the rights to take action against individual/group if they are found victim of copying these parts of the website.