![](https://dblp.uni-trier.de/img/logo.ua.320x120.png)
![](https://dblp.uni-trier.de/img/dropdown.dark.16x16.png)
![](https://dblp.uni-trier.de/img/peace.dark.16x16.png)
Остановите войну!
for scientists:
![search dblp search dblp](https://dblp.uni-trier.de/img/search.dark.16x16.png)
![search dblp](https://dblp.uni-trier.de/img/search.dark.16x16.png)
default search action
Reliable Computing, Volume 16
Volume 16, 2011
- Lubomir V. Kolev:
A Method for Determining the Regularity Radius of Interval Matrices. 1-26 - Milan Hladík, Luc Jaulin:
An Eigenvalue Symmetric Matrix Contractor. 27-37
Volume 16, 2012
- Samiran Karmakar, Asoke Kumar Bhunia:
A Comparative Study of Different Order Relations of Intervals. 38-72 - Elke Just, Bruno Lang:
A Success-Guided Selection of Expanded Systems for Result-Verifying Nonlinear Solvers. 73-83 - Peter Schodl, Arnold Neumaier:
Continuity Notions for Multi-Valued Mappings with Possibly Disconnected Images. 84-101 - Shinya Miyajima:
Componentwise Error Estimates for Solutions Obtained by Stationary Iterative Methods. 102-106 - Shinya Miyajima:
The Relation between Two Types of Error Bounds for Computed Matrix Eigenvalues. 107-113 - Stefan Kiel:
YalAA: Yet Another Library for Affine Arithmetic. 114-129 - Alexandre Goldsztejn:
Modal Intervals Revisited, Part 1: A Generalized Interval Natural Extension. 130-183 - Alexandre Goldsztejn:
Modal Intervals Revisited, Part 2: A Generalized Interval Mean Value Extension. 184-209 - Günter Mayer:
On an Expression for the Midpoint and the Radius of the Product of Two Intervals. 210-224 - Mimica R. Milosevic, Miodrag S. Petkovic:
Ostrowski-Like Method for the Inclusion of a Single Complex Polynomial Zero. 225-238 - Pau Herrero, Pantelis Georgiou, Christofer Toumazou, Benoît Delaunay, Luc Jaulin:
An Efficient Implementation of the SIVIA Algorithm in a High-Level Numerical Programming Language. 239-251 - Jennifer Harlow, Raazesh Sainudiin, Warwick Tucker:
Mapped Regular Pavings. 252-282 - Elwin de Weerdt, Erik-Jan van Kampen, Qiping Chu, J. A. Mulder:
Polynomial Inclusion Functions. 283-307 - Chengpu Wang:
A New Uncertainty-Bearing Floating-Point Arithmetic. 308-361
![](https://dblp.uni-trier.de/img/cog.dark.24x24.png)
manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.