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Scientific Computation with Result Verification. C o m p u t i n g S u p p l 6, Springer, W i e n , 1988. [Kul 89] Kulisch, U. ( e d . ) : Wissenschaftliches Rechnen mit Ergebnisverifikation, Eine Einführung. Vie weg-Verlag; Akademie-Verlag, Berlin, 1989. , O b e r a i g n e r , W . : Parallel Algorithms for the Rounding Exact Summation of Floating Point Numbers. C o m p u t i n g 2 8 , 8 9 - 1 0 4 , 1982. : Realisierung eines VLSI-Chips für das Gleitkomma-Skalarprodukt der Kulisch-Arithmetik.

Figure 5 ) . E a c h of its e n t r i e s can hold one data segment a n d t h e c o r r e s p o n d i n g address c o n s i s t i n g of accu a n d s e g m e n t n u m b e r . If t h e r e is a r e q u e s t for a c e r t a i n s e g m e n t t h e n its 45 Chips for High Precision Arithmetic 11 C o n t r o l I - il L o, c 9 Add Figure 5: C a c h e A r c h i t e c t u r e a d d r e s s is s i m u l t a n e o u s l y c o m p a r e d w i t h t h e a d d r e s s e s of all s e g m e n t s act u a l l y s t o r e d in t h e cache.

Thesis, Universität Karlsr u h e , 1989. [Sue 86] Suess, W . : Das genaue Skalarprodukt im IEEE-Zahlformat. D i p l o m thesis, I n s t i t u t für A n g e w a n d t e M a t h e m a t i k , U n i v e r s i t ä t K a r l s r u h e , 1986. 32 G. Bohlender [Teu 84] Teufel, T . : Ein optimaler K a r l s r u h e , 1984. [Teu 86] Teufel, T . : A Bit-Slice Processor Unit for Optimal Arithmetic. P r o c e e d i n g s of t h e 11th I M A C S World C o n g r e s s o n S y s t e m s Simu l a t i o n a n d Scientific C o m p u t a t i o n , Oslo, 1985.

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