Using biomedical signals with the help of fragmentary-wavelets on digital processing
Keywords:
Doubechi wavelets, conversion wavelets, digital processing error, relative error, orthonormal waveletsAbstract
This article is devoted to rebuilt for an important fragmentary of wavelet models of Biomedical Signal Processing. These models were built using Haar’s fragmentary-unchanged wavelets as well as Doubechi wavelets. The Haar’s fragmentary-unchanged wavelets models has a high accuracy for Biomedical signals on digital work, and this provides doctors for making any useful decisions about the patients diseases. For example, the first signal of Gastroenterology experimental information was took, and there were built on the basis of this information the of fragmentary-unchanged and Doubechi wavelet models and evaluated their errors. It is known that modification of signals using fragmentary wavelets results in formation of orthonormal wavelets, due to there will be sharp increase in errors along the signal graph, thus in order to reduce errors Doubechi wavelets were used and achieved the goal.
Downloads
References
Аkimov P.А., Моzgaleva М.Л., “Some elements of red scaling wavelets-analysis”. Part 2. Analysis and synthesis”, Vestnik МSСУ, 2012, № 8, 60–65
Аstafeva Н.М. Wavelet-analyse: Basic theory and examples of usage // Success of Physical Science, 1996, т.166, № 11. p. 1145– 1170.
Filtration of signals and images: furen and wavelet algorithms (with examples of Mathcad) : monographyYu. Е. Voskoboynikov, А. V. Gо-chakov, А. B. Колcер; Novosibir State architechtural-building un-t(Sibstrin). – Novosibir Новосибирск: NGАSУ(Sibstrin), 2010. – p188.
Аkhmetkhanov R.S., Dubinin Е.F., Кuкsоvа V.I., “Usage of wavelet reforming for analysis of experimental data”, Problems of engineering and automatization, 2012, №4, p 39–45.
Zaynidinov H.N. Methods and resources of cultivation signals in piecewise polynomial wavelets // «Tashkent», 2015.p70.
Zaynidinov H.N., Splines in reformation signals of digital tasks //Tashkent Information Technology Univeristy: «Subject and technology», 2015, p 208.
Zaynidinov Kh.N., Juraev J.U., Mannapova M.G. Interpolation of functions using piecewise constant and piecewise linear Haar wavelets // Automation and Software Engineering. 2020, № 1 (31), P. 42-48.
Kh.N. Zainidinov, J.U. Juraev, U.S. Juraev. Piecewise-Polynomial HAAR Wavelets And Their Application// International Journal of Advanced Research in Science, Engineering and Technology. Vol. 7, Issue 3, March 2020, P. 13218-13224.
Doubechi I. Ten lectures on wavelets. – M.: Ijevsk: RHD, 2001.
Doubechi I. The Wavelet Transform, Time-Frequency Localization and Signal Analysis //IEEE Trans. Inform. Theory, 1990, № 5.p. 961-1005.
Fric P.G., Wavelet-analysis and hieratic models of turbulence: Preprint/IМSS UoR RAN. Perm, 19925.
BakhtadzeN., Sakrutina E., “Applying the Multi-Scale Wavelet-Trans-form to the Identification of Non-linear Time-varying Plants”, IFAC PAPERSONLINE,49:12 (2016),1927–1932
Perov D.V., Rinkevich A.B., “Localization of Reflectors in Plates By Ultrasonic Testing With Lamb Waves”, Russ. J. Nondestr. Test., 53:4 (2017), p 265–278.
Widana, I.K., Sumetri, N.W., Sutapa, I.K., Suryasa, W. (2021). Anthropometric measures for better cardiovascular and musculoskeletal health. Computer Applications in Engineering Education, 29(3), 550–561. https://doi.org/10.1002/cae.22202
Susilo, C. B., Jayanto, I., & Kusumawaty, I. (2021). Understanding digital technology trends in healthcare and preventive strategy. International Journal of Health & Medical Sciences, 4(3), 347-354. https://doi.org/10.31295/ijhms.v4n3.1769
Published
How to Cite
Issue
Section
Copyright (c) 2022 International journal of health sciences
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.
Articles published in the International Journal of Health Sciences (IJHS) are available under Creative Commons Attribution Non-Commercial No Derivatives Licence (CC BY-NC-ND 4.0). Authors retain copyright in their work and grant IJHS right of first publication under CC BY-NC-ND 4.0. Users have the right to read, download, copy, distribute, print, search, or link to the full texts of articles in this journal, and to use them for any other lawful purpose.
Articles published in IJHS can be copied, communicated and shared in their published form for non-commercial purposes provided full attribution is given to the author and the journal. Authors are able to enter into separate, additional contractual arrangements for the non-exclusive distribution of the journal's published version of the work (e.g., post it to an institutional repository or publish it in a book), with an acknowledgment of its initial publication in this journal.
This copyright notice applies to articles published in IJHS volumes 4 onwards. Please read about the copyright notices for previous volumes under Journal History.
