d e v e l o p m e n t p r o c e s s . A n u n d e r l y i n g a s p e c t i s t h e e f f e c t i v e n e s s o f f i x e s : i f a f a i r n u m b e r o f f i x e d b u g s a r e r e o p e n e d , i t c o u l d i n d i c a t e i n s t a b i l i t y i n t h e s o f t w a r e s y s t e m . T o t h e b e s t o f o u r k n o w l e d g e t h e r e h a s b e e n o n l i t t l e p r i o r w o r k o n...

n I s i h t , k r o w a k r o w e m a r f r o f e h t o i t a m i t s e n f o e h t e u g i t a f e g a m a d n o i t a g a p o r p n i d e s o p o r p s i s e t i s o p m o c P R F C . o r c a M e l a c s a n e m o n e h p h c u s s a s s e n f f i t s d n a h t g n e r t s n o i t a d a r g e d e r a d e t c i d e r p y b g n i t c e n n o c o r c i m e l a c s d n a o r c a m e l a c s e ...

The present work continues the study of the stability of the functional equations of the type f(pr, qs) + f(ps, qr) = f(p, q) f(r, s) namely (i) f(pr, qs)+f(ps, qr) = g(p, q) g(r, s), and (ii) f(pr, qs)+f(ps, qr) = g(p, q) h(r, s) for all p, q, r, s ∈ G, where G is an abelian group. These functional equations arise in the characterization of symmetrically compositive sumform distance measures.

T h i s paper d i s c u s s e s t h e development o f an expe r t system f o r d i a g n o s i n g prob lems l e a d i n g t o sheet b reaks on a papermak ing mach ine . Such a system i s expec ted t o r e s u l t i n b o t h energy and monetary s a v i n g s by r e d u c i n g bo th t h e f r e q u e n c y and d u r a t i o n o f unschedu led machine o u t a g e s . The knowledge base f o r t ...

n I s i h t , k r o w a k r o w e m a r f r o f e h t o i t a m i t s e n f o e h t e u g i t a f e g a m a d n o i t a g a p o r p n i d e s o p o r p s i s e t i s o p m o c P R F C . o r c a M e l a c s a n e m o n e h p h c u s s a s s e n f f i t s d n a h t g n e r t s n o i t a d a r g e d e r a d e t c i d e r p y b g n i t c e n n o c o r c i m e l a c s d n a o r c a m e l a c s e ...

Author affiliations: Centre National de la Recherche Scientifique, Marseilles (R. Uch, P.-E. Fournier, C. Robert, C. Blanc-Tailleur, V. Galicher, R. Barre, F. Jordier, P. de Micco, D. Raoult, P. Biagini); Institut Hospitalo-Universitaire Méditerranée-Infection, Marseille, France (R. Uch, P.-E. Fournier, C. Robert, C. Blanc-Tailleur, R. Barre, F. Jordier, P. de Micco, D. Raoult, P. Biagini); Aix...