The following information was submitted:
Transactions: WSEAS TRANSACTIONS ON CIRCUITS AND SYSTEMS
Transactions ID Number: 28-756
Full Name: Kazuki Katagishi
Position: Associate Professor
Age: ON
Sex: Male
Address: Tennoudai 1-1-1, Tsukuba-shi, Ibaraki
Country: JAPAN
Tel: +81-29-853-6221
Tel prefix:
Fax: +81-29-853-2983
E-mail address: katagisi@cc.tsukuba.ac.jp
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Title of the Paper: Quadratic Fluency DA Functions as Non-uniform Sampling Functions for Interpolating Sampled-values
Authors as they appear in the Paper: Kazuki Katagishi, Kenichi Ikeda, Mitsuteru Nakamura, Kazuo Toraichi, Yasuhiro Ohmiya, Hitomi Murakami
Email addresses of all the authors: katagisi@cc.tsukuba.ac.jp,ikeda@wslab.risk.tsukuba.ac.jp,mnakamura@wslab.risk.tsukuba.ac.jp,toraichi@ilc.tsukuba.ac.jp,yohmiya@wslab.risk.tsukuba.ac.jp,hi-murakami@st.seikei.ac.jp
Number of paper pages: 11
Abstract: Interpolation for sampled-values with non-uniform sampling points is required for various cases of signal processing. In such a case, sampling functions are useful to interpolate sampled-values and then to generate signals as a linear combination of the sampling basis weighted by a sequence of the sampled-values. This paper proposes sampling functions for non-uniform sampling points, each of which is composed with piecewise polynomials of degree 2. We name the sampling functions the fluency DA functions of degree 2. The fluency DA functions generate smooth and undulate signals from a sequence of sampled-values.
Keywords: Fluency information theory, Fluency DA functions, Interpolation, Non-uniform sampling functions, Piecewise polynomials
EXTENSION of the file: .doc
Special (Invited) Session: Fluency DA Functions as Non-uniform Sampling Functions for Interpolating Sampled-values
Organizer of the Session: 591-870
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