1. The effect of salicylate on membrane capacitance and intracellular pH has been measured in isolated outer hair cells (OHCs) during whole cell recording. Cell membrane capacitance was measured… (More)

The properties of the basolateral membrane of cochlear outer hair cells were studied under whole-cell patch clamp to measure currents and capacitance changes associated with mechanical deformation.… (More)

We have used patch-clamp techniques to record the charge movement associated with motility in patches of basolateral membrane from isolated outer hair cells. Charge movement has been measured from… (More)

Representations of C *-algebras are realized on section spaces of holomorphic homogeneous vector bundles. The corresponding section spaces are investigated by means of a new notion of reproducing… (More)

We study the range of the Laplace transform on convolution Banach algebras T (α)(tα), α > 0, defined by fractional derivation. We introduce Banach algebras A 0 (C ) of holomorphic functions in the… (More)

We prove that if τ is a strongly continuous representation of a compact group G on a Banach space X, then the weakly closed Banach algebra generated by the Fourier transforms ∫ G τ(t) dμ(t) with μ ∈… (More)

We investigate infinitesimal properties of sets of ordered n-uples of idempotents in a symmetric Banach *-algebra. These sets are called flag manifolds and carry several interesting bundles that hold… (More)

We introduce a notion of analytic generator for groups of unbounded operators, on Banach modules, arising from Esterle’s quasimultiplier theory. Characterizations of analytic generators are given in… (More)

Banach algebras defined by fractional Mikhlin-type conditions are continuously contained in Besov spaces, in such a way that the difference between the corresponding degrees of derivation can be made… (More)