Přístupnostní navigace
E-application
Search Search Close
Publication result detail
TŮMA, M.
Original Title
The choice of the optimal parameter in the data compression task using generalized Laguerre functions
English Title
Type
Peer-reviewed article not indexed in WoS or Scopus
Original Abstract
This article deals with the use of the generalized Laguerre functions to the data compression. After the short introduction the definition of the generalized Laguerre polynomials and functions is given. The application of the discrete generalized Laguerre transform on the data compression is shown. It is pointed out that the discrete generalized Laguerre transform can give better results than the discrete cosine transform in the task of the data compression. The choice of the optimal parameter in the generalized Laguerre functions is discussed. The comparison between the optimal DLT, standard DLT, DCT and wavelet data compression with Haar and CDF basis is shown.
English abstract
Keywords
Laguerre, compression, polynomial, wavelet
Key words in English
Authors
RIV year
2014
Released
03.07.2013
ISBN
1805-0638
Periodical
GRANT Journal
Volume
2
Number
1
State
Czech Republic
Pages from
67
Pages to
69
Pages count
82
BibTex
@article{BUT100930, author="Martin {Tůma}", title="The choice of the optimal parameter in the data compression task using generalized Laguerre functions", journal="GRANT Journal", year="2013", volume="2", number="1", pages="67--69", issn="1805-0638" }