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The main purpose of this paper is to introduce the criterion for the regularity of a matrix whose elements are interval numbers and define a regular matrix $$\bar{F}$$ F ¯ of interval numbers using fibonacci numbers and to introduce some new sequence spaces $$c_0^i( {\bar{F}})$$ c 0 i ( F ¯ ) , $$c^i ( {\bar{F}})$$ c i ( F ¯ ) , $$l_\infty...
In this paper we have introduced a distance on the space of all two dimensional interval vectors and seen that it is complete. Furthermore, we introduce the null, convergent and bounded sequence spaces of two dimensional interval vectors and some theorems on sequence spaces of two dimensional interval vectors. Also some inclusion relations are studied.
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