On Generalized -Euler Matrix and Associated Sequence Spaces

摘要

In this study, we introduce new - spaces and derived by the domain of - analogue of the binomial matrix in the spaces and respectively. We study certain topological properties and inclusion relations of these spaces. We obtain a basis for the space and obtain K?the-Toeplitz duals of the spaces and We characterize certain classes of matrix mappings from the spaces and to space Finally, we investigate certain geometric properties of the space.