In Definition 1, the matrix is a matrix analogue of the Fibonacci Q-matrix which exists for Padovan numbers. The first main result gives the th general terms of the sequences in (5) and (6) via Padovan and Perrin numbers as in the following.
In Definition 1, the matrix is a matrix analogue of the Fibonacci Q-matrix which exists for Padovan numbers.The first main result gives the th general terms of the sequences in (5) and (6) via Padovan and Perrin numbers as in the following.
In Definition 1, The Matrix is a Matrix analogue of The Fibonacci Q-Matrix which exists for Padovan numbers. The First main Result gives The th general terms of The sequences in (5) and (6) via Padovan and Perrin numbers As in The. following.
In, Definition 1 the matrix is a matrix analogue of the Fibonacci Q-matrix which exists for Padovan numbers. The first. Main result gives the th general terms of the sequences in (5) and (6) via Padovan and Perrin numbers as in the following.