Note on the strong maximal operator
Notes on a family of Riordan arrays and associated integer Hankel transforms.
Notes on commutator on the variable exponent Lebesgue spaces
We obtain the factorization theorem for Hardy space via the variable exponent Lebesgue spaces. As an application, it is proved that if the commutator of Coifman, Rochberg and Weiss is bounded on the variable exponent Lebesgue spaces, then is a bounded mean oscillation (BMO) function.
Notes on integral transformations [Book]
Notes on interpolation of Hardy spaces
Let denote the usual Hardy space of analytic functions on the unit disc . We prove that for every function there exists a linear operator defined on which is simultaneously bounded from to and from to such that . Consequently, we get the following results :1) is a Calderon-Mitjagin couple;2) for any interpolation functor , we have , where denotes the closed subspace of of all functions whose Fourier coefficients vanish on negative integers.These results also extend to Hardy...
Notiz zu dem Aufsatze: Beweis, dass eine für jeden reellen Werth von x durch eine trigonometrische Reihe gegebene Function f(x) sich nur auf eine einzige Weise in dieser Form darstellen lässt. Bd. 72, Seite 139
Number of real roots of a random trigonometric polynomial.
Numerical Computation of the Fourier Transform Using Laguerre Functions and the Fast Fourier Transform.
Numerical experiments in Fourier asymptotics of Cantor measures and wavelets.
O aproximací obrazu v Hilbertově transformací ortogonálními řadami racionálních lomených funkcí
O rychlém odvození některých řad trigonometrických. [I.]
O rychlém odvození některých řad trigonometrických. [II.]
O the absolute Nörlund summability of a series associated with a Fourier series.
Od funkcí periodických ke skoroperiodickým
Old Friends Revisited; the Multifunctional Nature of Some Classical Functions.
On 2-orthogonal polynomials of Laguerre type.
On a Bojanić-Stanojević type inequality and its applications.
On a class of generalized Laguerre's polynomials
On a Class of Three Dimensional Radially Symmetric Positive Definite Functions.
On a conjecture of J. E. Littlewood.