由第一类Chebyshev多项式组成的行列式T_n(m,k,l)计算

A Class on the Compution Determinant of Cn(m,k,l) about the First Kindof Chebyshev Polynomial

研究了由第一类Chebyshev多项式Tn(x)组成的特殊行列式Tn(m ,k ,l)的计算问题 ,证明了当m <n - 1时 ,Tn(m ,k ,l) =0 ,当m =n - 1当及m >n - 1时 ,给出了一个计算Tn(m ,k,l)

The article discusses the calculation problem on the specifical determinant of T_n(m,k,l) out of Chebyshev multinomial T_n(x),and proves the T_n(m,k,l)=0 if m<n-1 and given a formula about calculate the value of T_n(m,k,l) if m=n-1 and m>n-1.