S. Madan

most citedLarge classes of minimally supported frequency wavelets of L^2(\R) and H^2(\R)

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math.FA2002★ 4 cited

Large classes of minimally supported frequency wavelets of L^2(\R) and H^2(\R)

Nicola Arcozzi, Biswaranjan Behera, Shobha Madan

We introduce a method to construct large classes of MSF wavelets of the Hardy space H^2(\R) and symmetric MSF wavelets of L^2(\R), and discuss the classification of such sets. As a…

math.FA2002

Summability Kernels for $L^{p}$ Multipliers

P. Mohanty, S. Madan

In this paper we have characterized the space of summability kernels for the case p=1 and p=2. For other values of p we give a necessary condition for a function $Λ$ to be a summab…

math.FA2002

Extensions of Weak-Type Multipliers

P. Mohanty, S. Madan

In this paper we prove that if $Λ \in M_{p} (R^{N})$ and has compact support then $Λ$ is a weak summability kernel for $1 < p < \infty$ , where $M_{p} (R^{N})$ is the space of mult…

Large classes of minimally supported frequency wavelets of L^2(\R) and H^2(\R)

Summability Kernels for Lp Multipliers

Extensions of Weak-Type Multipliers

Summability Kernels for $L^{p}$ Multipliers