New interpolatory approximation method with application to the design of multi-dimensional FIR filters. - Takuro Kida (ICASSP, 1986)

An Extended Form of Sub-Band interpolation of Multi-Dimensional discrete signals and its Applications. - Takuro Kida (J. Circuits Syst. Comput., 1991)

Theory of generalized interpolatory Approximation of Multi-Dimensional signals. - Takuro Kida (J. Circuits Syst. Comput., 1993)

The coding of image sequences by wavelets, wavelet packets and other subband coding schemes. - Michael Sablatash; Todor Cooklev; Takuro Kida (IEEE Trans. Broadcast., 1994)

The extended optimum interpolatory approximation of multi-dimensional signals. - Takuro Kida (ICIP, 1995)

The optimum approximation in generalized time-frequency domains and application to numerical simulation of partial differential equations. - Takuro Kida (EUSIPCO, 1996)

The Optimum Discrete Approximation of Band-Limited Signals without Necessity of Combining the Set of the Corresponding Approximation Errors. - Yuichi Kida; Takuro Kida (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2002)

Generalized optimum approximation of filter banks in T/F domains and its application to the design of wireless transmultiplexer. - Yuichi Kida; Takuro Kida (Image Processing: Algorithms and Systems, 2003)

The FIR filter bank with given analysis filters that minimizes various worst-case measures of error at the same time. - Yuichi Kida; Takuro Kida (ISCAS (6), 2005)

Theory of the Optimum Interpolation Approximation in a Shift-Invariant Wavelet and Scaling Subspace. - Yuichi Kida; Takuro Kida (IEICE Trans. Fundam. Electron. Commun. Comput. Sci., 2007)

Theory of the optimum discrete running approximation of multi-dimensional approximately band-limited signals. - Yuichi Kida; Takuro Kida (DPS, 2009)

The optimum approximate reconstruction of a signal from the discrete sample values of the prescribed multiple waves. - Yuichi Kida; Takuro Kida (ISITA, 2010)

Development of a new numerical solution of inhomogeneous linear partial differential equations with many independent variables. - Yuichi Kida; Takuro Kida (ISITA, 2010)

The optimum reconstruction of vector signals using multi-input multi-output filter banks. - Yuichi Kida; Takuro Kida (DSP, 2011)

The optimum approximation of vector-signals and estimation of the velocity of an object causing Doppler shift. - Yuichi Kida; Takuro Kida (ISCCSP, 2012)

A Simple Proof of the Generalized Optimum Continuous Running-Approximation Based on a Class of Multi-Legged-Type Signals. - Yuichi Kida; Takuro Kida (VTC Spring, 2012)

Multi-dimensional filter bank systems achieving the highest performance of running approximation under given limited resources. - Yuichi Kida; Takuro Kida (ISPACS, 2013)

The optimum running approximation of a matrix filterbank by pseudo inverse matrices. - Yuichi Kida; Takuro Kida (ICSIPA, 2015)

Combination of compressed sensing and the optimum interpolation approximation: Theory and application for fast 2D NMR measurement. - Yuichi Kida; Takuro Kida (DSP, 2017)

Fast Multi-Coil Parallel MR Imaging Based on a Combination of the Optimum Interpolation Approximation and Compressed Sensing. - Yuichi Kida; Takuro Kida (FUSION, 2018)

The Optimum Approximation of a Matrix Filter Bank for Signals in the Frequency Domain with No Sharp Peak of a Limited Energy. - Yuichi Kida; Takuro Kida (SMC, 2018)

Theory of the Optimum Affine Isomorphic Restoration of Deformed Images and the Analysis of Medical Buckling-Deformation. - Takuro Kida; Yuichi Kida (BIBE, 2020)

Evaluation of MRI reconstruction combining the optimum interpolation approximation and CS method. - Yuichi Kida; Takuro Kida (LifeTech, 2020)

Theory of the optimum interpolation reconstruction and an application for 2D NMR spectroscopy. - Yuichi Kida; Takuro Kida (LifeTech, 2021)

Theory of the optimum signal approximation clarifying the importance in the recognition of parallel world and application to secure signal communication with feedback. - Takuro Kida; Yuichi Kida (IJCNN, 2022)

Theory of the optimum interpolation reconstruction and an application for Parallel MRI. - Yuichi Kida; Takuro Kida (ISITA, 2022)