Abstract. In this paper, we establish some common random fixed point theorems for contractive type conditions in the setting of cone random metric spaces. Our results unify, extend and generalize many known results from the current existing literature.
NTRU is a public key cryptosystem based on polynomial ring over Z. Replacing Z with the ring of polynomial in one variable α over a rational field. In this paper the complexity of BTRU cryptosystem is faster than NTRU cryptosystem.
In this paper, we have constructed a sequence of soft points in one soft set with respect to a fixed soft point of another soft set. The convergence and boundedness of these sequences in soft ∆-metric spaces are defined and their properties are established. Further, the complete soft ∆-metric spaces are introduced by defining soft ∆-Cauchy sequences.
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