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|year=September 1998
|publisher=NASA Ames Research Center, Moffett Field, CA
}}</ref>. These new parallel implementations were
|last1=Feng|first1=H.
|last2=van der Wijngaart|first2=F.
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{| class="wikitable"
! Benchmark !! Name derived from<ref name="rnr94007"/> !! Available since !! Description<ref name="rnr94007"/> !!
|-
| MG || '''M'''ulti'''G'''rid
| Approximate the solution to a three-dimensional [[discrete Poisson equation]] using the V-cycle [[multigrid method]] ||
▲| rowspan="8" | NPB 1<ref name="rnr94007"/> ||
|-
| CG || '''C'''onjugate '''G'''radient
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|-
| IS || '''I'''nteger '''S'''ort
| Sort small integers
|-
| EP || [[Embarrassingly parallel|'''E'''mbarrassingly '''P'''arallel]]
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| BT || '''B'''lock '''T'''ridiagonal
| rowspan="3" | Solve a synthetic system of [[Nonlinear#Partial_differential_equations|nonlinear PDEs]] using three different algorithms involving [[Block matrix#Block_tridiagonal_matrices|block tridiagonal]], scalar [[Pentadiagonal matrix|pentadiagonal]] and symmetric [[successive over-relaxation]] (SSOR) solver kernels, respectively
| rowspan="3" |
* All three benchmarks have multi-zone versions
|-
| SP || '''S'''calar '''P'''entadiagonal<ref name="nas02007"/>
|-
| LU || [[Triangular matrix#Forward_and_Back_Substitution|'''L'''ower-'''U'''pper]] symmetric [[Gauss–Seidel method|Gauss-Seidel]]<ref name="nas02007"/>
|-
| UA || '''U'''nstructured '''A'''daptive<ref name="nas04006"/>
| rowspan="2" | NPB 3.1<ref name="npbchanges"/> || ||
|-
| DC || [[Data cube|'''D'''ata '''C'''ube]] operator<ref name="nas04013"/> || ||
|-
| DT || '''D'''ata '''T'''raffic<ref name="npbchanges"/>
|}
|