Roman Fibonomial Numbers
Journal Title: International Journal of Innovation in Science and Mathematics - Year 2018, Vol 6, Issue 5
Abstract
In the beginning of 20thcentury, the generalization of binomial coefficient had been proposed by substituting arbitrary sequence in place of natural numbers. Using this, the Fibonomial coefficient had been introduced. In the late 90’s binomial coefficients have been generalised in the negative direction, called Roman binomial coefficient. In this paper, we introduce Roman Fibonomial numbers, which have been divided into six regions. Many interesting properties of these numbers have also been proved using the results related to Fibonacci numbers.
Authors and Affiliations
Mansi S. Shah, et al.
Keywords
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