Abstract
Cassini's identity states that for the nth Fibonacci number Fn+1Fn-1-Fn2=(-1)n. We generalize Fibonacci sequence in terms of the number of sequences. Fibonacci sequence is the particular case of generating only one sequence. This generalization is used to generalize Cassini’s identity. Moreover we prove few more results which can be seen as generalized form of the results which hold for Fibonacci sequence.
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