RELATIONS BETWEEN CLASSES OF DRAGILEV SPACES (f_1)_{\sigma} AND (f_2)_{\sigma} FOR ARBITRARY FUNCTION f^{-1}_{1}\circ f_2}

Authors

V. KASHIRIN
A. VAKULENKO

Abstract

Necessary and sufficient condition under wich Dragilev classes (f_1)_{\sigma} and (f_2)_{\sigma} coincide have been found for an arbitrary function f^{-1}_{1}\circ f_2.

DOI

-

First Page

185

Last Page

194

Recommended Citation

KASHIRIN, V, & VAKULENKO, A (1996). RELATIONS BETWEEN CLASSES OF DRAGILEV SPACES (f_1)_{\sigma} AND (f_2)_{\sigma} FOR ARBITRARY FUNCTION f^{-1}_{1}\circ f_2}. Turkish Journal of Mathematics 20 (2): 185-194. https://doi.org/-