Incomplete Bivariate Fibonacci and Lucas -Polynomials

We define the incomplete bivariate Fibonacci and Lucas ?-polynomials. In the case ?=1, ?=1, we obtain the incomplete Fibonacci and Lucas ?-numbers. If ?=2, ?=1, we have the incomplete Pell and Pell-Lucas ?-numbers. On choosing ?=1, ?=2, we get the incomplete generalized Jacobsthal number and besides for ?=1 the incomplete generalized Jacobsthal-Lucas numbers. In the case ?=1, ?=1, ?=1, we have the incomplete Fibonacci and Lucas numbers. If ?=1, ?=1, ?=1, ?=⌊(?−1)/(?