Easy generation of Dolph-Chebyshev excitation coefficients

New algorithms (I)-(VI) which "generate faster and solve at a lower cost" Dolph-Chebyshev array system equations [1] in the matrical forms AI = P for an array of odd antennas and BI⁰= Q, for even elements array with the respective excitation coefficients I = A^-1P and I⁰= B^-1Q are proposed.