227 citations · 708 across the 25 of their papers we have counts for
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math.FA2005
Lipschitz extension constants equal projection constants
Marc A. Rieffel
For a Banach space we define its Lipschitz extension constant, $\cL\cE(V)$, to be the infimum of the constants such that for every metric space , every …
math.FA2003★ 7 cited
Projective multiresolution analyses for
Judith A. Packer, Marc A. Rieffel
We define the notion of "projective" multiresolution analyses, for which, by definition, the initial space corresponds to a finitely generated projective module over the algebra $C…
math.FA2001★ 1 cited
Wavelet filter functions, the matrix completion problem, and projective modules over
Judith A. Packer, Marc A. Rieffel
We discuss how one can use certain filters from signal processing to describe isomorphisms between certain projective -modules. Conversely, we show how cancellation…