A note on the regularity of matrices with uniform polynomial entries
arXiv:1712.07482 · doi:10.1007/s40863-017-0084-6
Abstract
In this text we study the regularity of matrices with special polynomial entries. Barring some mild conditions we show that these matrices are regular if a natural limit size is not exceeded. The proof draws connections to generalized Vandermonde matrices and Schur polynomials that are discussed in detail.