$B4V0c$$$rH/8+$5$l$?J}$O!"2<$N@58mI=$K$J$$$3$H$r$43NG'$N>e!"(B$B$3$A$i(B$B$^$G%a!<%k$r$*4j$$CW$7(B $B$^$9!#(B
$B%Z!<%8(B | $B>l=j(B | $B8m(B | $B@5(B |
---|---|---|---|
p. vi | $BL\ | Dimensional riversal | Dimensional reversal |
p.11 | $B?^(B1.2 | NORACNORMA | NORA, NORMA |
p.20 | $B?^(B2.4(b) | $BLp0u$NBP1~$, | |
p.21 | $B?^(B2.5 | $B%"%/%N%j%C%8$rG'<1$9$k;~4V$,H4$1$F$$$k(B | |
l.8 | 50nsec | 60nsec | |
l.9 | 64Mbyte/sec | 66.67Mbyte/sec | |
p.27 | $B?^(B2.13 | $B$3$A$i(B | |
p.33 | l.11 | $B?^(B2.15 (a) | $B?^(B2.16 (a) |
p.36 | $B?^(B2.18 | $BNs%"%I%l%9$+$i$NLp0u$N9T$-@h$,0c$&(B | |
p.37 | l.13 | $B0lCW@-$NJ]>Z$?$a$K$O(B | $B0lCW@-$NJ]>Z$N$?$a$K$O(B |
p.38 | $B?^(B2.20 | $B%9%L!<%W%-%c%C%7%e$N9=B$(B | $B%9%L!<%W%-%c%C%7%e$NJ,N`(B |
$B?^(B2.20 | Symmety | Symmetry | |
p.39 | $B?^(B2.22(a) | $B%W%m%;%C%5(BC$B$K9T$/Lp0u$,ESCf$G@Z$l$F$$$k(B | |
p.41 | l.27 | ($B%W%m%;%C%5(BB) | ($B%W%m%;%C%5(BA) |
p.42 | l.7 | $B?^(B2.25(a)$B$NA+0\?^$G(B, C$B>uBV$G(B | $B?^(B2.25(a)$B$NA+0\?^$G(B, D$B>uBV$G(B |
p.43 | $B?^(B2.25 | $B>uBVA!0](B | $B>uBVA+0\(B |
p.46 | l.20 | $B$I$N%-%c%C%7%e(B | $B%-%c%C%7%e(B |
p.51 | l.7 | $B$I$l$+$N%i%$%s$,(B | $B$=$N%i%$%s$,(B |
p.52 | $B?^(B2.34 | SN$B$+$i(BSO$B$X$NA+0\$,5/$3$k$N$O!"(Bp$B=q$-9~$_$G6&M-$7$F$$$k%i(B $B%$%s$,B>$KB8:_$7$J$$>l9g$N$_(B | |
p.53 | $B?^(B2.35 | $B$3$A$i(B | |
l.11 | OS | SO | |
$B:G2<9T(B | Bekeley | Berkeley | |
p.54 | l.14 | Owener | Owner |
l.20 | Invalide | Invalid | |
p.55 | l.4 | OS | SO |
p.58 | $B:G2<9T(B | $B;O$a$F(B | $B=i$a$F(B |
p.59 | l.2 | Archbald | Archibald |
p.60 | l.1, l.4 | Sparc | SPARC |
p.61 | l.23 | $B&0(B | $B&5(B |
p.62 | l.18-19 | $B78?t%;%^%U%)(B | $B7W?t%;%^%U%)(B |
$BNcBj(B $BEz(B | WHILE(Test&Set(x) = 0)... WHILE(x < n) |
WHILE(Test&SEt(x) = 1)... WHILE(y < n) |
|
l.12 | $B7k2L(B x $B$,(B n $B$K$J$k$N$r(B | $B7k2L(B y $B$,(B n $B$K$J$k$N$r(B | |
p.80 | l.13 | $BB(:B$K(B Process 2$B$,(B | $BB(:B$K(B Process 1$B$,(B |
p.81 | l.5 | $B%9%H%m%s%0%3%s%7%9%F%s%7(B | $B%7!<%1%s%7%c%k%3%s%7%9%F%s%7(B |
p.82 | l.10 | aquire | acquire |
p.85 | l.9 | DDM$B$N;29MJ88%$O(B[95]$B$h$j(B [93]$B$N$[$&$,E,Ev$G$"$k(B | |
p.88 | l.21 | SuperSPARC | SuperSPARC+ |
p.92 | l.4 | SPP-Exampler | SPP-Exempler |
p.98 | l.8 | $B$[$\(B65%$B$G8B3&$KC#$9$k(B | $BLV$NIi2Y$,(B100%$B$N;~!"$[$\(B65%$B$G8B3&$KC#$9$k(B |
p.101 | $B?^(B4.5 | $B1&$N%7%c%U%k@\B3$N?t;z$,$/$C$D$$$F$$$k(B | |
p.104 | $B?^(B4.7 | 1011$B"*(B0101$B$NNc(B | 1100$B"*(B0101$B$NNc(B |
l.13 | xn-j-1 | xn-j-1 | |
p.105 | l.8 | Augumented | Augmented |
l.8, 10, 11, 14, $B?^(B4.8 $BBj(B | Manupilator | Manipulator | |
$B?^(B4.8 | $B$3$A$i(B | ||
p.106 | l.5 | Augumented | Augmented |
l.5, 6 | Manupilator | Manipulator | |
p.111 | $B?^(B4.15 | Generilized | Generalized |
p.114 | l.20 | 8times8times15 | 8$B!_(B8$B!_(B15 |
p.120 | l.9 | Fault Torelant | Fault Tolerant |
p.124 | $B?^(B4.27 | $B%^%I%l%9(B | $B%"%I%l%9(B |
p.125 | l.5,6 | $B$3$N%Q%9$r%H%l!<%9%Q%1%C%H$O(B... | $B$3$N%Q%9$r%H%l!<%9$H8F$V!#%Q%1%C%H$O(B... |
p.129 | l.10 | a+e+f | d+e+f |
p.133 | $B?^(B5.5$B$N(B k(2,3) | $B%N!<%I4V(B [(210,021),(010,201),(201,020)]$B$NLp0u$,5U(B | |
p.136 | l.26 | Gottolieb | Gottlieb |
p.139 | $B?^(B4.36 | Multipath Omega$BLV$NCf1{$N%9%F!<%8$N@_Dj$,H4$1$F$$$k!#$^(B $B$?(B2$BK\$N%Q%9$r<($9Lp0u$N0LCV$,ITL@NF$G$"$k$,!"$3$l$O(B 8$B"*(B0$B"*(B3$B"*(B12$B!"(B 8$B"*(B2 $B"*(B11$B"*(B12$B$N(B2$BK\$N%Q%9$r<($9!#(B | |
p.144 | $B2<$+$i(Bl.3 | $BBP8N>c@-(B | $B%(%s%Y%@%S%j%F%#(B |
p.145 | l.1 | Fault Torelance | Fault Tolerance |
p.152 | l.6 | Real Wourld | Real World |
p.154 | l.10 | $B%k!<%F%#%s%0Nc$N(BABC->BAC->ACB->CAB$B$O8m$j(B | ABC->BAC->CAB |
p.159 | l.8 | Reconfigable Mesh | Reconfigurable Mesh |
p.163 | l.7 | $B?^$O(B... | $B?^(B5.16($B:8(B)$B$O(B... |
l.7 | base-8 3-cube | base-4 3-cube | |
p.166 | $B?^(B5.18 | Genenlized Cube | Generalized Cube |
p.182 | l.5 | Dimensional riversal | Dimensional reversal |
p.183 | l.2, 10, 11, 13, 23 | Dimensional riversal | Dimensional reversal |
p.187 | l.25 | Sitz | Seitz |
p.188 | l.35 | k-nary | k-ary |
p.189 | l.3 | Real Wourld | Real World |
p.192 | 5. | Tempest | Tempest[100] |
p.193 | $B?^(BA.1 | north last $B$N:G8e$NLp0u$,5U(B | |
p.196 | $B?^(BB.2 | CC-Boryan | CC-Banyan |
$B?^(BB.3 | Gramma Network | Gamma Network | |
$B2<$+$i(Bl.3 | Torelant | Tolerant | |
p.208 | SPP-Exampler | SPP-Exempler |