The goal of this article is two-fold. First, we consider a class of hyperholomorphic functions,
the so called B p, q (G) space in ℝ3. Then, we use the B p, q (G) space to characterize the …

The purpose of this article is to define a new general weighted class of hyperholomorphic
functions, the so called B α, ω q (G) Spaces. For this class we obtain characterizations by …

Characterizations for certain analytic functions by series expansions with Hadamard gaps Page 1
CUBO A Mathematical Journal Vol.16, No 01, (81–93). March 2014 Characterizations for certain …

Lacunary series expansions in hyperholomorphic FG(p,q,s) spaces Page 1 Article Lacunary
series expansions in hyperholomorphic Fα G (p, q, s) spaces Alaa Kamal1,2 and Taha Ibrahim …

Lacunary series expansions in hyperholomorphic \(F^{\alpha}_{G}(p,q,s)\) spaces – PISRT Skip to
content PISRT PISRT Home About PSR Press PSR Journals Books Events Career Contact …

Lacunary series expansions in hyperholomorphic F (p, q, s ) spaces Page 1 Article Lacunary
series expansions in hyperholomorphic F α G (p, q, s) spaces Alaa Kamal1,2 and Taha …

In this paper, we give a scale of weighted spaces of quaternion-valued functions of three
real variables. This scale gives a representation of the coefficients of quaternion Qp, ω-type …

For a nondecreasing function K:(0,∞)→(0,∞) and 0 Q# K, ω (p, q) functions by power series
expansions with Hadamard gaps. Using mild conditions on the weight function K, we obtain …

HADAMARD GAPS IN WEIGHTED LOGARITHMIC BLOCH SPACE Page 1 18th International
Conference on the Application of Computer Science and Mathematics in Architecture and Civil …