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public synchronized void m u l t i c a s t ( I n t L i n k e d L i s t d e s t I d s , S t r i n g t a g , S t r i n g msg) { for ( i n t i = O ; i < d e s t I d s s i z e ( ) ; i++) M[ myId] [ d e s t I d s g e t E n t r y ( i ) I + + ; for ( i n t i = O ; i < d e s t I d s s i z e ( ) ; i ++) { int destId = destIds .

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getEntry ( i ) ; destId , " m a t r i x " , Matrix write (M)); s u p e r .

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sendMsg( d e s t I d , t a g , m s g ) ; boolean okayToRecv( i n t W [ ] [ I , i n t s r c I d ) { if s r c I d ] [ myId] > s r r I d ] [ myId]+l) return false ; for ( i n t k = 0 ; k < N ; k++) i f ( ( k ! = s r c I d ) & & ( W [ k ] [ myId] > M [ k ] [ m y I d ] ) ) r e t u r n f a l s e ; return true ; synchronized void checkPendingQ ( ) { L i s t I t e r a t o r i t e r = pendingQ.

l i s t I t e r a t o r ( 0 ) ; while ( i t e r hasNext ( ) ) { CausalMessage cm = ( C a u s a l M e s s a g e ) i t e r next ( ) ; i f (okayToRecv(cm g e t M a t r i x ( ) , em getMessage ( ) g e t S r c I d ( ) ) ) { i t e r remove ( ) ; d e l i v e r y Q a d d ( c m ) ;.

A min-term for n Boolean variable s0, s1, . . . , sn21 is a product in which either si or its complement s0i occurs; An mth order product a product of m distinct Boolean variables; The algebraic normal form for a Boolean function f (s0, s1, . . . , sn21) is the (modulo 2) sum of different mth products; and The nonlinear order of f is the maximum order of the terms appearing in its algebraic normal form. Example 8.8

0 (Exercise 10.2) and v 3 0 (b) From (10.13), x = -q2/2Mu. But q2 (Exercise 10.4a), so x 3 0. From (10.13) and (lO.lOc),

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