Results 111 to 120 of about 28,594 (245)
Let \(X\) be an infinite-dimensional complex Banach space, and let \(T\) be a bounded linear operator defined on \(X\) satisfying \(\dim T^{- 1}(0)= 0\), \(\dim X/T(X)= 1\) and \(\bigcap^\infty_{n= 1}T^n(X)= \{0\}\). Such an operator is known as a shift [\textit{R. M. Crownover}, Mich. Math. J. 19, 233-247 (1972; Zbl 0228.47016)]. If \(x_0\) is a fixed
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Some properties of Banach-valued sequence spaces ℓp[X]
We discuss some properties of the Banach-valued sequence space ℓp[X](1 ...
Qingying Bu
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Ball Covariance: A Generic Measure of Dependence in Banach Space. [PDF]
Pan W, Wang X, Zhang H, Zhu H, Zhu J.
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On characteristic functions of Banach space valued random variables [PDF]
R. K. Getoor
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Difference algebras of linear transformations on a Banach space [PDF]
Bertram Yood
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Analytic operations in real Banach spaces [PDF]
A. Alexiewicz, W. Orlicz
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Banach spaces of functions analytic in the unit circle, I [PDF]
Angus E. Taylor
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Sufficient conditions for the convergence of Newton’s method in complex Banach spaces [PDF]
Marvin L. Stein
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On primary Banach spaces [PDF]
Casazza, P. G. +2 more
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Regular Banach algebras with a countable space of maximal regular ideals [PDF]
Paul Civin, Bertram Yood
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