Title of article
A Class of High Pass Filters Derived From Elliptic Differential Operators
Author/Authors
Dabighi ، K. Department of mathematic - Islamic Azad University, Kerman Branch , Nazari ، A. Department of Mathematics - Faculty of Mathematics and Computer Sciences - Shahid Bahonar University , Saryazdi ، S. Department of Electrical Engineering - Shahid Bahonar University , Momenaei ، V. Department of Mathematic - Islamic Azad University, Kerman Branch
From page
159
To page
166
Abstract
In this study, we review the elliptic differential operators and filters, and due to a wide range of elliptic operators, focus on a batch of elliptic operators with constant coefficients second order and then generalizing them to a higher order. Finally by discretization of the elliptic operators, we express and prove two theorems and show that the obtained filters are the high pass.
Keywords
Filters , High pass filter , Differential operator , Principal symbol , Elliptic operators
Journal title
International Journal of Industrial Mathematics(IJIM)
Journal title
International Journal of Industrial Mathematics(IJIM)
Record number
2511992
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