RT Journal Article
T1 Integrals and iterated integrals and Borwein-Chen-Dilcher polynomials
A1 Bello Hernández, Manuel
A1 Pijeira Cabrera, Héctor Esteban
A1 Rivero Castillo, Daniel Alberto
AB We study the zero location and the asymptotic behavior of iterated integrals of polynomials. Borwein–Chen–Dilcher’s polynomials play an important role in this issue. For these polynomials we find their strong asymptotics and give the limit measure of their zero distribution. We apply these results to describe the zero asymptotic distribution of iterated integrals of ultraspherical polynomials with parameters (2α+1)/2, α∈Z+.
PB Springer Nature
SN 1660-5446
YR 2020
FD 2020-10
LK https://hdl.handle.net/10016/33957
UL https://hdl.handle.net/10016/33957
LA eng
NO Research partially supported by Ministry of Economy and Competitiveness of Spain, under Grant MTM2014-54043-P. Héctor Pijeira-Cabrera: Research partially supported by Ministry of Science, Innovation and Universities of Spain, under Grant PGC2018-096504-B-C33.
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RD 1 sept. 2024