Factored Notation for Interval I/O
M. H. van Emden
Abstract
This note addresses the input and output of intervals in the sense of interval arithmetic and interval constraints. The most obvious, and so far most widely used notation, for intervals has drawbacks that we remedy with a new notation that we propose to call factored notation. It is more compact and allows one to find a good trade-off between interval width and ease of reading. We describe how such a trade-off can be based on the information yield (in the sense of information theory) of the last decimal shown.
Create a lesson
Related papers
Fast and Stable Arbitrary Precision Approximate Matrix Multiplication
Ioana Dumitriu, Olga Holtz, Abraham Hsu et al.
Analysis of an inexact Schwarz domain decomposition method in 3D
Nibedita Ghosh
Energy conserving compatible space--time FEM for deterministic and stochastic rotating shallow water
Maneesh Kumar Singh, Colin J. Cotter
Preconditioning proximal Galerkin: mesh and degree robust solvers for variational inequalities
Ioannis P. A. Papadopoulos, Pablo D. Brubeck
On a maximum principle in discretization with spherical harmonics
Arnold Reusken
Regularisation and Parameter Choice Rules for Composite Linear Inverse Problems
Christina Brandt, Patrick Horn