Some Generalisation of Strong and Absolute almost Convergence
Let l∞ be set of all bounded sequences x = (xn) with the norm
||x|| = sup |xn|.
Given an infinite series Σ an which we will denote by a, let
xn = a0 + a1 + ......... + an (1.1)
We will suppose throughout that a and x are connected by the relation (1.1).
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