Author Topic: Morphological Space And Transform Systems  (Read 3258 times)

0 Members and 1 Guest are viewing this topic.

content.writer

  • Newbie
  • *
  • Posts: 48
  • Karma: +0/-0
    • View Profile
Morphological Space And Transform Systems
« on: April 23, 2011, 05:11:31 pm »
Quote
Author : Ramkumar P.B, Pramod K.V
International Journal of Scientific & Engineering Research, IJSER - Volume 2, Issue 4, April-2011
ISSN 2229-5518
Download Full Paper - http://www.ijser.org/onlineResearchPaperViewer.aspx?Morphological_Space_And_Transform_Systems.pdf

Abstract— Mathematical Morphology in its original form is a set theoretical approach to image analysis.It studies image transformations with a simple geometrical interpretation and their algebraic decomposition and synthesis in terms of elementary set operations.Mathematical Morphology has taken concepts  and tools from different branches of Mathematics like algebra (lattice theory) ,Topology,Discrete geometry ,Integral Geometry,Geometrical Probability,Partial Differential Equations etc.In this paper ,a generalization of Morphological  terms is introduced.In connection with algebraic generalization,Morphological operators can easily be defined by using this structure.This can provide information about operators and other tools within the system

Index Terms—morphological space, transform systems, slope transforms, legendre, kernel. 


Read More: http://www.ijser.org/onlineResearchPaperViewer.aspx?Morphological_Space_And_Transform_Systems.pdf