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Abstract
We present a method for enclosing the solution of an integral
equation. It is assumed that a solution exists and that the
corresponding integral operator T is a contraction near y. When
solving the integral equation by iteration we obtain a result
which is normally different from y because of roundoff errors,
truncation errors, and the fact that we only do a finite number of
iterations. The purpose of this method is to find a narrow
interval of functions that is guaranteed to contain y.
Original language  English 

Number of pages  19 

Publication status  Published  1996 
Projects
 1 Active

JEMX: The JEMX Xray monitor on INTEGRAL
Brandt, S., Chenevez, J., Westergaard, N. J. S., Oxborrow, C. A., BudtzJørgensen, C., Lund, N., Rasmussen, I. L. & Villa, G. P.
17/10/2002 → …
Project: Research