The X2 sequence space over p-metric spaces defined by Musielak modulus

Abstract

In this paper, we introduce bonacci numbers of  2 (F) sequence space over pmetric spaces defined by Musielak function and examine some topological properties of the resulting these spaces.

Keywords

• analytic sequence
• double sequences
•  2 space
• fibonacci number
• Musielak - modulus function
• pmetric space