Verfasst von: | Costabile, Francesco Aldo [VerfasserIn] |
| Gualtieri, Maria Italia [VerfasserIn] |
| Napoli, Anna [VerfasserIn] |
Titel: | Polynomial sequences |
Titelzusatz: | basic methods, special classes, and computational applications |
Verf.angabe: | Francesco Aldo Costabile, Maria Italia Gualtieri, Anna Napoli |
Verlagsort: | Berlin ; Boston |
Verlag: | De Gruyter |
E-Jahr: | 2024 |
Jahr: | [2024] |
Umfang: | XVII, 506 Seiten |
Illustrationen: | Diagramme |
Format: | 17 cm x 24 cm |
Gesamttitel/Reihe: | De Gruyter studies in mathematics ; volume 96 |
Fussnoten: | Literaturverzeichnis: Seite 487-501 |
ISBN: | 978-3-11-075723-1 |
| 3-11-075723-0 |
Abstract: | Polynomials are useful tools, are simply defined, easy to calculate, and integrate and can be pieced together to form spline functions. Classes of polynomials are used in many fields of science. There is a trove of material available on existing polynomials, specific classes and applications, but it is not presented coherently. This volume solves this issue by introducing a systematic study of sequences of polynomials and related applications; Presents the latest developments in polynomial sequences; Provides a simple and systematic treatment, that will appeal to readers; Can be used as a tool for reseachers or in advanced graduate courses. |
URL: | Unbekannt: https://www.degruyter.com/isbn/9783110757231 |
| Inhaltsverzeichnis: https://d-nb.info/1299123546/04 |
| zbMATH: https://zbmath.org/7762369 |
Schlagwörter: | (s)Polynomreihe / (s)Matrizenanalysis / (s)Schwelle / (s)Orthogonale Polynome / (s)Approximationstheorie / (s)Polynom-Interpolationsverfahren / (s)Randwertproblem |
Sprache: | eng |
Bibliogr. Hinweis: | Erscheint auch als : Online-Ausgabe: Costabile, Francesco Aldo: Polynomial sequences. - Berlin : De Gruyter, 2024. - 1 Online-Ressource (XVII, 506 Seiten) |
K10plus-PPN: | 185638148X |
Verknüpfungen: | → Übergeordnete Aufnahme |
978-3-11-075723-1,3-11-075723-0
Polynomial sequences / Costabile, Francesco Aldo [VerfasserIn]; [2024]
69183453