Published 2014
| Version v1
Publication
On error evaluation for interpolatory cubature formulae
- Creators
- FASSINO, CLAUDIA
- RICCOMAGNO, EVA
- Others:
- Fassino, Claudia
- Riccomagno, Eva
Description
In this work we remark on the error estimation in cubature formulae. Methods from Commutative Algebra and Orthogonal Polynomial Theory are combined to address a problem common to many disciplines: the estimation of the expected value of a polynomial of a random vector using a linear combination of a finite number of its values. We study in particular the error for a special class of nodes.
Additional details
- URL
- http://hdl.handle.net/11567/766592
- URN
- urn:oai:iris.unige.it:11567/766592
- Origin repository
- UNIGE