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Matrix collection

Location directory D /reg/db/vp/matrix

current matrix:

FATE—Lancer—DL
FATE—Saber—DL
FATE—Archer—DL
FATE—Rider—DL
FATE—Assassin—DL
FATE—Caster—DL
FATE—Teacher—DL
FATE—Berserker—DL
FRIEREN—Himmel—DL
FRIEREN—Eisen—DL
FRIEREN—Hei七er—DL
FRIEREN—S七ark—DL
FRIEREN—Fern—DL
arm—a5—static—mat—DL
arm—a5—static—mat—duplicate—edges—DL
FATE—EMIYA—FULL
FATE—KILEI—FULL
FATE—Shirou—FULL
FATE—Illya—FULL

D eda2 D叩特叩汇叩D

10叩 20叩 30叩 40叩 50叩 60叩 70叩 80叩
D叩行叩 2,987,012 5,558,326 99,190 682,712 150,102 1,585,478 170,998 4,690,002
D叩列叩 2,987,012 5,558,32 99,190 682,712 150,102 1,585,478 170,998 4,690,002
D叩叩叩 26,621,983 59,524,291 578,890 1,693,767 726,674 7,660,826 958,936 20,316,253
形叩D叩D叩叩叩 26,621,990 59,524,291 578,890 2,329,176 726,674 7,660,826 958,936 20,316,253
来叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩 D叩叩DD叩
结叩D 2,987,012 5,558,326 99,190 682,712 150,102 1,585,478 170,998 4,690,002
结叩满D D D D D D D D D
D田D叩D 35 647 249 583,771 1 1 48 1
形叩D叩 100% 100% 100% 100% 100% 100% 100% 100%
叩田D叩 0.6% 42 % 0.1% 6% 100% 100% 80.1% 40%
Cholesky叩田备叩 D D D D D D D D
DDD D D D D D D D D
叩田DD D叩 D叩 D叩 D叩 D叩 D叩 D叩 D叩

DD

D田D叩DDDD叩DDD叩D田D叩D叩叩D
Strongly connect components: number of (strongly) connected components in the resulting graph of this matrix;

D叩D叩DDD叩叩DDD叩DDDDDDDDDDD叩D叩DD
Pattern symmetry: the percentage of nonzero entries that have a matching nonzero entry across the diagonal (but the value may be different);

D叩叩叩D DDD叩D叩田D叩DD叩叩叩D
Nonzeros: number of numerically nonzero elements in the sparse matrix;

D叩D叩DDDD叩DD叩DDDD叩叩叩DD叩叩叩D
Pattern entries: number of nonzero (and explicit zero) entries in the sparse matrix;

D叩D叩DD叩D叩DDD叩DDDDDDDDDDDDD叩叩D叩DDDD叩田DDDDDD
Pattern symmetry: the percentage of nonzero entries that have a matching nonzero entry across the diagonal (but the value may be different)

叩田D叩DDD叩D叩DD叩田DD叩叩D叩DD
Numeric symmetry: the percentage of nonzero entries that are numerically symmetric;

Cholesky候叩D叩DD叩DDDD叩DD Cholesky 叩田D
Cholesky candidate: whether the matrix can be decomposed using a Cholesky factorization;

DDDD叩DD叩DDDDD叩DDDDD田DDD叩DD
Positive definite: whether the matrix is positive definite (all eigenvalues are positive);

DDDD叩叩DD叩叩DDD叩DDDDD叩D
Type: real, complex, integer, or binary

D叩DDDD

1门叩 {FATE_LANCER)

DDDDDDDDDDDDDDDD Kiran GullapalliD Freescale门叩叩公叩
DDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDD sram-D储D核心被DDD便于DDDD他DDDDDDDDDD
DDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDDD0DDDDDDDDDDDD 6DDDDD0超叩 1000DDDDDDDDDD >2MDD
00000D ;i飞分加D加DD0000 200,180,468D 0D00000 1.03,93F+11DD0 a += b * cO0DD0D000D
:vp格加D D;i

2门叩 {FATE_SABER)

DDDDDDDDDDDDDDDD Kiran GullapalliD
Freescale门叩叩公叩 Freescale/circuit5M
:vp格加D D;i

3门叩 {FATE_ARCHER)

DDDDDDDDDDDDDDDD Kiran GullapalliD
Freescale门叩叩公叩 Sandia/ASIC—100ks
:vp格加D D;i

4门叩 {FATE_RIDER)

DDDDDDDDDDDDDDDD Kiran GullapalliD
Freescale门叩叩公叩 Sandia/ASIC—680ks
:vp格加D D;i

5门叩 {FATE_ASSASSIN)

DDDDDDDDDDDDDDD D AMD/G2—circuit
DDDDDDDDDD ;iD;iD pCGD GMRFSD能加
:vp格加D D;i

6门叩 {FATE_CASTER)

DDDDDDDDDDDDDDD D AMD/G3—circuit
DDDDDDDDDD ;iD;iD pCGD GMRFSD能加
:vp格加D D;i

7门叩 {FATE_TEACHER)

DDDDDDDDDDDDDDD D :amm/circuit
DDDDD eda2 DDD 1-8号DDDDDDDDDDDDDDDDDDDDDDDDDDD0DDDDDDDD加DDDDDDD加D叩DDDDDDD名0 “DDDD --TFAC:FR”
:vp格加D D;i

8门叩 {FATE_BERSERKER)

DDDDDDDDDDDDDDD D Rallat/rallat31
:vp格加D D;i

9门D叩 {FRIEREN_HIMMEL)

DDDDDD s—332D DD 332D加DDD0 2126
DDD加DDDDDD加DDDDD0
:vp格加D D;i

10门D叩 {FRIEREN_EISEN)

DDDDDD spd—999999DDD 999999D加DDD0 999998
:vp格加D D;i

11门D叩 {FRIEREN_HEITER)

DDDDDD true—5DDD 100000D加DDD0 2,989,
:vp格加D D;i

12门D叩 {FRIEREN_STARK)

DDDDDD IR—FquationDDD 216680408
:vp格加D D;i

13门D叩 {FRIEREN_FERN)

DDDDDD IR—FquationD;iDDD 44138560
:vp格加D D;i

14门D叩 {arm_a5_static_mat)

DDDDDDDDDDDDDD加DDDDDDDDDD 1050125
:vp格加D D;i

15门D叩 {arm_a5_static_mat_duplicate_edges)

DDDDDDDDDDDDDD加DDDDDDDDDD 1050125
:vp格加D D;i

16门D叩 {FATE_EMIYA)

DDDDD case nvdaD ir analysis叩叩D叩D vddDD
:vp格加D F飞;i;i

17门D叩 {FATE_KILEI)

DDDDD case nvdaD ir analysis叩叩D叩D vssDD
:vp格加D F飞;i;i

18门D叩 {FATE_SHIROU)

DDDDD case nvda切叩0叩叩D vddDD , dim 144093, nn� 569889
:vp格加D F飞;i;i

19门D叩 {FATE_ILLYA)

DDDDD case nvda切叩0叩叩D vssDD , dim 2,335, nn� 10326,
:vp格加D F飞;i;i

Result:

1-80 D叩叩DDDDDD
http://10.30.200.21:8088/issues/30163

Reference link:

https://sparse.tamu.edu/Freescale/FullChip

Updated by jun chen 3 months ago · 1 revisions