Journal of applied mathematics & informatics
- Volume 17 Issue 1_2_3
- /
- Pages.747-757
- /
- 2005
- /
- 2734-1194(pISSN)
- /
- 2234-8417(eISSN)
RESOLUTION OF FUNCTIONS OF SLOW GROWTH
- SHIM HONG TAE (Department of Mathematics, Sunmoon University) ;
- PARK CHIN HONG (Department of Mathematics, Sunmoon University) ;
- LEE JEONG KEUN (Department of Mathematics, Sun Moon University)
- Published : 2005.01.01
Abstract
A physical variable is customarily thought of as a function. Another way of describing a physical variable is to specify it as a functional, whose special type is called a distribution. It turns out that the distribution concept provide a better mechanism for analyzing certain physical phenomena than does the function concept. By using wavelets with high regularity we give a resolution of functions with slow growth.