$/*$ Main computational kernel. The whole function will be timed,

including the call and return. $*/$

static

void kernel$\_$ttm$($int nr$,$ int nq$,$ int np$,$

Your connection to the remote server has been terminated.nq$,$np$),$

DATA$\_$TYPE POLYBENCH$\_2$D$($C$4,$NP$,$NP$,$np$,$np$),$

$\{$Problem $5(2$ pts$)$

Consider the following code:

for $($i$=0$; i

DATA$\_$TYPE POLYBENCH$\_3$D$($BT$,$NR$,$NQ$,$NP$,$nr$,$nq$,$np$))$

int r$,$ q$,$ p$,$ s;

#pragma scop

for $(\}$r$=0$;r$<mi>\backslash </mi>$mp@code$\{\_$PB$\_$NR; r$++)$

for $($ q $=0$; q PB$\_$NQ; q$++)$

for $(\}$p$=0$;pmathrm$\{$ PB$\_$NP; p$++)$

for $($ s $=0$; s $$ PB$\_$NP; s$++)$

C$4[$q$][$p$]+=$ BT$[$q$][$r$][$s$]*$ A$[$s$][$r$][$p$]$;

#pragma endscop

$\}$

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ExitProblem $6(2$ pts$)$

For the same code as Problem $4,$ complete the table below. Assume that a cache line fits $8$ elements: