Search Results - "CHANG EON SHIN"

Stability for localized integral operators on weighted spaces of homogeneous type by Fang, Qiquan, Shin, Chang Eon, Tao, Xiangxing

“…Linear operators with off‐diagonal decay appear in many areas of mathematics including harmonic and numerical analysis, and their stability is one of the basic…”
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Stability of integral operators on a space of homogeneous type by Fang, Qiquan, Shin, Chang

“…In this paper, we consider integral operators T on compact spaces of homogeneous type with finite diameter, whose kernels KT have certain Hölder regularity and…”
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A Weighted OFDM Signal Scheme for Peak-to-Average Power Ratio Reduction of OFDM Signals by CHANG EON SHIN, KYUNG SOO RIM, KIM, Youngok

“…In this paper, a peak-to-average-ratio (PAPR) reduction scheme based on a weighted orthogonal frequency-division multiplexing (OFDM) signal is proposed to…”
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Wiener’s lemma: localization and various approaches by Shin, Chang Eon, Sun, Qi-yu

“…Matrices and integral operators with off-diagonal decay appear in numerous areas of mathematics including numerical analysis and harmonic analysis, and they…”
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Nonuniform Sampling of Bandlimited Functions by Shin, Chang Eon, Lee, Mun Bae, Rim, Kyung Soo

“…In this correspondence, we show that a function in the Bernstein class B pi p (1 les p les infin) can be reconstructed in the Lagrange interpolation form with…”
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Norm-Controlled Inversion of Banach algebras of infinite matrices by Fang, Qiquan, Shin, Chang Eon

“…In this paper we provide a polynomial norm-controlled inversion of Baskakov–Gohberg–Sjöstrand Banach algebra in a Banach algebra ${\mathcal{B}}(\ell ^q)$,…”
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Stability of Localized Integral Operators on Normal Spaces of Homogeneous Type by Fang, Qiquan, Shin, Chang Eon

“…The L p -stability of linear operators is one of fundamental concepts in many research fields. In this article, we introduce a family of localized integral…”
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Polynomial Control on Weighted Stability Bounds and Inversion Norms of Localized Matrices on Simple Graphs by Fang, Qiquan, Shin, Chang Eon, Sun, Qiyu

“…The (un)weighted stability for some matrices on a graph is one of essential hypotheses in time-frequency analysis and applied harmonic analysis. In the first…”
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Stability of localized operators by Shin, Chang Eon, Sun, Qiyu

“…Let ℓ p , 1 ⩽ p ⩽ ∞ , be the space of all p-summable sequences and C a be the convolution operator associated with a summable sequence a. It is known that the…”
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General sampling theorem using contour integral by Shin, Chang Eon, Chung, Soon-Yeong, Kim, Dohan

“…We present the sampling theorem with sampling functions of general form for entire functions satisfying one of the growth conditions 1+|y| f(z) ⩽A 1+|z| N 1…”
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Fourier transforms via heat kernel by Chung, Jaeyoung, Kim †, Dohan, Shin ‡, Chang Eon

“…Making use of the heat kernel method which represents various generalized functions as initial values of the solutions of the heat equation, we interpret the…”
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Wiener’s lemma for singular integral operators of Bessel potential type by Fang, Qiquan, Shin, Chang Eon, Sun, Qiyu

“…In this paper, we introduce an algebra of singular integral operators containing Bessel potentials of positive order, and show that the corresponding unital…”
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Stability of Localized Operators by Shin, Chang Eon, Sun, Qiyu

“…Journal of Functional Analysis, Volume 256, Issue 8, 15 April 2009, Pages 2417-2439 Let $\ell^p, 1\le p\le \infty$, be the space of all $p$-summable sequences…”
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Stability of Localized Integral Operators on Weighted L p Spaces by Rim, Kyung Soo, Shin, Chang Eon, Sun, Qiyu

“…In this article, we consider localized integral operators whose kernels have mild singularity near the diagonal and certain Hölder regularity and decay off the…”
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On Sylvester equations in Banach subalgebras by Fang, Qiquan, Shin, Chang Eon, Sun, Qiyu

“…Let ${\mathcal B}$ be a Banach algebra and ${\mathcal A}$ be its Banach subalgebra that admits a norm-controlled inversion. In this work, we take $A, B$ in the…”
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STABILITY OF LOCALIZED INTEGRAL OPERATORS ON WEIGHTED LP SPACES: Operator Algebras and Representation Theory: Frames, Wavelets, and Fractals by KYUNG SOO RIM, CHANG EON SHIN, QIYU SUN

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Differential subalgebras and norm-controlled inversion by Shin, Chang Eon, Sun, Qiyu

“…In this paper, we consider the norm-controlled inversion for differential $*$-subalgebras of a symmetric $*$-algebra with common identity and involution…”
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Polynomial control on weighted stability bounds and inversion norms of localized matrices on simple graphs by Fang, Qiquan, Shin, Chang Eon, Sun, Qiyu

“…The (un)weighted stability for some matrices is one of essential hypotheses in time-frequency analysis and applied harmonic analysis. In the first part of this…”
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Polynomial control on stability, inversion and powers of matrices on simple graphs by Shin, Chang Eon, Sun, Qiyu

“…Spatially distributed networks of large size arise in a variety of science and engineering problems, such as wireless sensor networks and smart power grids…”
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LAGRANGE INTERPOLATION AND BOUNDARY-VALUE PROBLEMS by ZAYED, AHMED I., SHIN, CHANG EON

“…It is known that some boundary-value problems give rise to Lagrange-type interpolation series that can be used to reconstruct entire functions from their…”
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