PRINSIP MONOMIALITY DAN FUNGSI EIGEN DARI OPERATOR DIFERENSIAL
Abstrak: Let Apn(x) = pn(x),
where A is the dierential operator, is constant, and polynomial pn(x) as the
eigenfunction, has nontrivial solution, In this journal, the monomiality
principle can be used to determine the eigenfunction of the dierential operator. Moreover, some special polynomials are given and some
eigenfunctions of di
erensial operator will be determined.
erensial operator will be determined.
Kata Kunci: The monomiality
principle, eigenfunction, Laguerre derivative, Stirling numbers of second kind,
special polynomials
Penulis: ADE FITRI, EFENDI
Kode Jurnal: jpmatematikadd130120
