Stability and independence of the shifts of finitely many refinable functions

Fractal Functions and Wavelet Expansions Based on Several Scaling Functions

Jeffrey S. Geronimo, Douglas P. Hardin, Peter Massopust · Journal of Approximation Theory · 1994 · 591 citations

Engineering, Multiscale Analysis, Multidimensional Signal Processing +6

The Structure of Finitely Generated Shift-Invariant Spaces in L2(Rd)

C. Deboor, Ronald DeVore, A. Ron · Journal of Functional Analysis · 1994 · 362 citations

Topological Semigroups, Infinite Dimensional Analysis, Topological Property +1

Construction of Orthogonal Wavelets Using Fractal Interpolation Functions

George C. Donovan, Jeffrey S. Geronimo, Douglas P. Hardin et al. · SIAM Journal on Mathematical Analysis · 1996 · 290 citations

Geometric Interpolation, Engineering, Interpolation Space +8

Wavelets in wandering subspaces

T. N. T. Goodman, S. L. Lee, Wai Shing Tang · Transactions of the American Mathematical Society · 1993 · 153 citations · Full text

Linear Operator, Engineering, Interpolation Space +10

Approximation by translates of refinable functions

Christopher Heil, Gilbert Strang, Vasily Strela · Numerische Mathematik · 1996 · 148 citations

Mathematical Programming, Refinable Functions, Engineering +5