% function that describes Cheby Type I polynomials in monomial basis


function M = M_Cheb_A(N)

if N == 0
    M = 1;
elseif N == 1
    M = [1,0;1,0];
else
%% Chebyshev's recurrence
M = zeros(N+1,N+1);
    M(1,1)= 1;  M(2,2) = 1;
    
    for k = 2:N
        M(k+1,:) = [0,M(k,1:N)]*2 - M(k-1,:);
    end
%%
    

%%
end