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Daoud Bshouty Bshouty added an answer:Is there any appropriate version of the Rad\'{o}KneserChoquet theorem (RKCTheorem) in space?

Gul E Hina Aslam added an answer:Minkowski type inequality in Banach algebras

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Christopher Jason Larsen added an answer:How can one characterize the boundary of a convex set?

Hayder Dibs added an answer:Can someone help with the interpolation between the Bloch and the Moebius invariant H^1 space?

Harish Kumar Kotapally added an answer:Can anyone prove how Legendre wavelet forms an orthonormal basis for L^2(R)?

Cenap Özel added an answer:If A is a subspace of a normed space X and \{x_n\} is a sequence in A such that \{x_n\} converges to z, does z \in A?

James F Peters added an answer:Any suggestions on the classification of Moebius invariant Besov spaces?

Octav Olteanu added an answer:A power series summation a_n z^n such that a_n tends 0 as n goes infinity. How can we show it does not have pole on unit circle?

Martin Ritterath added an answer:Does anybody know any continuous function in time domain whose frequency response looks like the attached figure?

Haridas Kumar Das added an answer:What are the differences between "Rieman integrable" function and "Lebesgue integrable" function?

Yury Brychkov added an answer:Space of rapidly decreasing test function is not invariant with respect to fractional integral. Is there any example to understand this?

Mohamed El Naschie added an answer:Convex bodies with equimeasurable radial functions. Does regularity of bodies imply the bodies are rotations of each other?

Mika Yasuda added an answer:Is functional alpha diversity equal to functional richness?

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Elnaz Shahryari asked a question:How can I summate absolute values of D5 coefficients extracted by discrete wavelet transform over one cycle and get fig 11 of attached paper?

David G. Ebin added an answer:Can anyone help me find the simplest demonstration that the limit of the function with complex variables described below does not exist?

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Octav Olteanu added an answer:Is it possible to prove the following idea?

Alireza Borhani added an answer:Is the method from the paper below applicable to other functional or probabilistic situations?

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Octav Olteanu added an answer:For a subset X of RxR with the property that every continuous function f:A>R attains its maximum in R. Is X compact?

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George Stoica added an answer:Is there a classification of all subspaces of measurable functions for which weakconvergence implies convergence in measure?
About Functional Analysis
Geometry of Banach space, Infinitely dimensional functional theory
In 1998 we proved that the AntoniadisCarmona processes satisfy the above requirements, in connection with the tunneling effect. Am interested in the current situation.