DOIAbstract
10.1016/j.acha.2007.10.004Applied and Computational Harmonic Analysis252168-186ACOH
10.1016/j.acha.2007.10.004Applied and Computational Harmonic Analysis252168-186ACOH
AbstractSince the extension principles of constructing wavelet frames were presented, a lot of symme...
AbstractWe study tight wavelet frames associated with given refinable functions which are obtained w...
Recent advances in real algebraic geometry and in the theory of polynomial optimization are applied ...
10.1016/j.acha.2010.12.001Applied and Computational Harmonic Analysis312228-248ACOH
AbstractA unitary extension principle for constructing normalized tight wavelet frames of periodic f...
Abstract. Since the extension principles of constructing wavelet frames were presented, a lot of sym...
AbstractSince the extension principles of constructing wavelet frames were presented, a lot of symme...
Abstract. A systematic study on tight periodic wavelet frames and their approximation orders is cond...
Abstract. One of the major driven forces in the area of applied and computational harmonic analysis ...
AbstractA systematic study on tight periodic wavelet frames and their approximation orders is conduc...
AbstractAn important tool for the construction of tight wavelet frames is the Unitary Extension Prin...
10.1016/j.acha.2005.09.006Applied and Computational Harmonic Analysis203411-421ACOH
An explicit method for the construction of a tight wavelet frame generated by the Walsh polynomials ...
An explicit method for the construction of a tight wavelet frame generated by the Walsh polynomials ...
10.1016/j.acha.2005.09.001Applied and Computational Harmonic Analysis203326-344ACOH
AbstractSince the extension principles of constructing wavelet frames were presented, a lot of symme...
AbstractWe study tight wavelet frames associated with given refinable functions which are obtained w...
Recent advances in real algebraic geometry and in the theory of polynomial optimization are applied ...
10.1016/j.acha.2010.12.001Applied and Computational Harmonic Analysis312228-248ACOH
AbstractA unitary extension principle for constructing normalized tight wavelet frames of periodic f...
Abstract. Since the extension principles of constructing wavelet frames were presented, a lot of sym...
AbstractSince the extension principles of constructing wavelet frames were presented, a lot of symme...
Abstract. A systematic study on tight periodic wavelet frames and their approximation orders is cond...
Abstract. One of the major driven forces in the area of applied and computational harmonic analysis ...
AbstractA systematic study on tight periodic wavelet frames and their approximation orders is conduc...
AbstractAn important tool for the construction of tight wavelet frames is the Unitary Extension Prin...
10.1016/j.acha.2005.09.006Applied and Computational Harmonic Analysis203411-421ACOH
An explicit method for the construction of a tight wavelet frame generated by the Walsh polynomials ...
An explicit method for the construction of a tight wavelet frame generated by the Walsh polynomials ...
10.1016/j.acha.2005.09.001Applied and Computational Harmonic Analysis203326-344ACOH
AbstractSince the extension principles of constructing wavelet frames were presented, a lot of symme...
AbstractWe study tight wavelet frames associated with given refinable functions which are obtained w...
Recent advances in real algebraic geometry and in the theory of polynomial optimization are applied ...
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