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# Examples | ||
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## Exact cover problem | ||
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```sh | ||
$ cargo run --release --example exact_cover | ||
``` | ||
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![](bdd/exact_cover.svg) | ||
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## Independent set and kernel of graph. | ||
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See "The Art of Computer Programming, 7.1.4. Binary Decision Diagrams" for more information. | ||
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```sh | ||
$ cargo run --release --example united_states | ||
``` | ||
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### Independent set | ||
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![](bdd/independent_set.svg) | ||
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### Kernel | ||
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![](bdd/kernel.svg) | ||
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## Set partition problem | ||
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```sh | ||
$ cargo run --release --example set_partition | ||
``` | ||
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||
![](bdd/set_partition.svg) |
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digraph ExactCover { | ||
n3583 [label="H[0][0]"]; | ||
n3583 -> n3549 [style=dotted]; | ||
n3583 -> n3582; | ||
n3582 [label="V[0][0]"]; | ||
n3582 -> n3581 [style=dotted]; | ||
n3581 [label="H[0][1]"]; | ||
n3581 -> n3580 [style=dotted]; | ||
n3580 [label="V[0][1]"]; | ||
n3580 -> n3579 [style=dotted]; | ||
n3579 [label="H[1][0]"]; | ||
n3579 -> n3578 [style=dotted]; | ||
n3579 -> n3514; | ||
n3514 [label="V[1][0]"]; | ||
n3514 -> n3513 [style=dotted]; | ||
n3513 [label="H[0][2]"]; | ||
n3513 -> n3492 [style=dotted]; | ||
n3513 -> n3512; | ||
n3512 [label="V[0][2]"]; | ||
n3512 -> n3511 [style=dotted]; | ||
n3511 [label="H[1][1]"]; | ||
n3511 -> n3510 [style=dotted]; | ||
n3510 [label="V[1][1]"]; | ||
n3510 -> n3509 [style=dotted]; | ||
n3509 [label="H[2][0]"]; | ||
n3509 -> n3501 [style=dotted]; | ||
n3509 -> n3508; | ||
n3508 [label="V[2][0]"]; | ||
n3508 -> n3507 [style=dotted]; | ||
n3507 [label="V[0][3]"]; | ||
n3507 -> n3506 [style=dotted]; | ||
n3506 [label="H[1][2]"]; | ||
n3506 -> n3505 [style=dotted]; | ||
n3506 -> n3485; | ||
n3485 [label="V[1][2]"]; | ||
n3485 -> n3484 [style=dotted]; | ||
n3484 [label="H[2][1]"]; | ||
n3484 -> n3483 [style=dotted]; | ||
n3483 [label="V[2][1]"]; | ||
n3483 -> n3482 [style=dotted]; | ||
n3482 [label="H[3][0]"]; | ||
n3482 -> n3468; | ||
n3468 [label="V[1][3]"]; | ||
n3468 -> n3467 [style=dotted]; | ||
n3467 [label="H[2][2]"]; | ||
n3467 -> n3463 [style=dotted]; | ||
n3467 -> n3466; | ||
n3466 [label="V[2][2]"]; | ||
n3466 -> n3465 [style=dotted]; | ||
n3465 [label="H[3][1]"]; | ||
n3465 -> n3464 [style=dotted]; | ||
n3464 [label="V[2][3]"]; | ||
n3464 -> n25 [style=dotted]; | ||
n25 [label="H[3][2]"]; | ||
n25 -> n1; | ||
n3463 [label="V[2][2]"]; | ||
n3463 -> n3462; | ||
n3462 [label="H[3][1]"]; | ||
n3462 -> n3461 [style=dotted]; | ||
n3461 [label="V[2][3]"]; | ||
n3461 -> n3240; | ||
n3240 [label="H[3][2]"]; | ||
n3240 -> n1 [style=dotted]; | ||
n3505 [label="V[1][2]"]; | ||
n3505 -> n3504; | ||
n3504 [label="H[2][1]"]; | ||
n3504 -> n3503 [style=dotted]; | ||
n3503 [label="V[2][1]"]; | ||
n3503 -> n3502 [style=dotted]; | ||
n3502 [label="H[3][0]"]; | ||
n3502 -> n3494; | ||
n3494 [label="V[1][3]"]; | ||
n3494 -> n3493; | ||
n3493 [label="H[2][2]"]; | ||
n3493 -> n3466 [style=dotted]; | ||
n3501 [label="V[2][0]"]; | ||
n3501 -> n3500; | ||
n3500 [label="V[0][3]"]; | ||
n3500 -> n3499 [style=dotted]; | ||
n3499 [label="H[1][2]"]; | ||
n3499 -> n3498 [style=dotted]; | ||
n3499 -> n3478; | ||
n3478 [label="V[1][2]"]; | ||
n3478 -> n3477 [style=dotted]; | ||
n3477 [label="H[2][1]"]; | ||
n3477 -> n3470 [style=dotted]; | ||
n3477 -> n3476; | ||
n3476 [label="V[2][1]"]; | ||
n3476 -> n3475 [style=dotted]; | ||
n3475 [label="H[3][0]"]; | ||
n3475 -> n3474 [style=dotted]; | ||
n3474 [label="V[1][3]"]; | ||
n3474 -> n3473 [style=dotted]; | ||
n3473 [label="H[2][2]"]; | ||
n3473 -> n3472 [style=dotted]; | ||
n3472 [label="V[2][2]"]; | ||
n3472 -> n3471 [style=dotted]; | ||
n3471 [label="H[3][1]"]; | ||
n3471 -> n3461; | ||
n3470 [label="V[2][1]"]; | ||
n3470 -> n3469; | ||
n3469 [label="H[3][0]"]; | ||
n3469 -> n3468 [style=dotted]; | ||
n3498 [label="V[1][2]"]; | ||
n3498 -> n3497; | ||
n3497 [label="H[2][1]"]; | ||
n3497 -> n3496 [style=dotted]; | ||
n3496 [label="V[2][1]"]; | ||
n3496 -> n3495; | ||
n3495 [label="H[3][0]"]; | ||
n3495 -> n3494 [style=dotted]; | ||
n3492 [label="V[0][2]"]; | ||
n3492 -> n3491; | ||
n3491 [label="H[1][1]"]; | ||
n3491 -> n3490 [style=dotted]; | ||
n3490 [label="V[1][1]"]; | ||
n3490 -> n3489 [style=dotted]; | ||
n3489 [label="H[2][0]"]; | ||
n3489 -> n3481 [style=dotted]; | ||
n3489 -> n3488; | ||
n3488 [label="V[2][0]"]; | ||
n3488 -> n3487 [style=dotted]; | ||
n3487 [label="V[0][3]"]; | ||
n3487 -> n3486; | ||
n3486 [label="H[1][2]"]; | ||
n3486 -> n3485 [style=dotted]; | ||
n3481 [label="V[2][0]"]; | ||
n3481 -> n3480; | ||
n3480 [label="V[0][3]"]; | ||
n3480 -> n3479; | ||
n3479 [label="H[1][2]"]; | ||
n3479 -> n3478 [style=dotted]; | ||
n3578 [label="V[1][0]"]; | ||
n3578 -> n3577; | ||
n3577 [label="H[0][2]"]; | ||
n3577 -> n3561 [style=dotted]; | ||
n3577 -> n3576; | ||
n3576 [label="V[0][2]"]; | ||
n3576 -> n3575 [style=dotted]; | ||
n3575 [label="H[1][1]"]; | ||
n3575 -> n3563 [style=dotted]; | ||
n3575 -> n3574; | ||
n3574 [label="V[1][1]"]; | ||
n3574 -> n3573 [style=dotted]; | ||
n3573 [label="H[2][0]"]; | ||
n3573 -> n3572 [style=dotted]; | ||
n3572 [label="V[2][0]"]; | ||
n3572 -> n3571 [style=dotted]; | ||
n3571 [label="V[0][3]"]; | ||
n3571 -> n3570 [style=dotted]; | ||
n3570 [label="H[1][2]"]; | ||
n3570 -> n3569 [style=dotted]; | ||
n3569 [label="V[1][2]"]; | ||
n3569 -> n3568 [style=dotted]; | ||
n3568 [label="H[2][1]"]; | ||
n3568 -> n3567 [style=dotted]; | ||
n3568 -> n3503; | ||
n3567 [label="V[2][1]"]; | ||
n3567 -> n3566; | ||
n3566 [label="H[3][0]"]; | ||
n3566 -> n3565; | ||
n3565 [label="V[1][3]"]; | ||
n3565 -> n3564; | ||
n3564 [label="H[2][2]"]; | ||
n3564 -> n3466; | ||
n3563 [label="V[1][1]"]; | ||
n3563 -> n3562; | ||
n3562 [label="H[2][0]"]; | ||
n3562 -> n3508 [style=dotted]; | ||
n3561 [label="V[0][2]"]; | ||
n3561 -> n3560; | ||
n3560 [label="H[1][1]"]; | ||
n3560 -> n3551 [style=dotted]; | ||
n3560 -> n3559; | ||
n3559 [label="V[1][1]"]; | ||
n3559 -> n3558 [style=dotted]; | ||
n3558 [label="H[2][0]"]; | ||
n3558 -> n3557 [style=dotted]; | ||
n3557 [label="V[2][0]"]; | ||
n3557 -> n3556 [style=dotted]; | ||
n3556 [label="V[0][3]"]; | ||
n3556 -> n3555; | ||
n3555 [label="H[1][2]"]; | ||
n3555 -> n3554 [style=dotted]; | ||
n3554 [label="V[1][2]"]; | ||
n3554 -> n3553 [style=dotted]; | ||
n3553 [label="H[2][1]"]; | ||
n3553 -> n3552 [style=dotted]; | ||
n3553 -> n3534; | ||
n3534 [label="V[2][1]"]; | ||
n3534 -> n3533 [style=dotted]; | ||
n3533 [label="H[3][0]"]; | ||
n3533 -> n3532; | ||
n3532 [label="V[1][3]"]; | ||
n3532 -> n3531 [style=dotted]; | ||
n3531 [label="H[2][2]"]; | ||
n3531 -> n3530 [style=dotted]; | ||
n3530 [label="V[2][2]"]; | ||
n3530 -> n3529 [style=dotted]; | ||
n3529 [label="H[3][1]"]; | ||
n3529 -> n2861 [style=dotted]; | ||
n2861 [label="V[2][3]"]; | ||
n2861 -> n25; | ||
n3552 [label="V[2][1]"]; | ||
n3552 -> n3482; | ||
n3551 [label="V[1][1]"]; | ||
n3551 -> n3550; | ||
n3550 [label="H[2][0]"]; | ||
n3550 -> n3488 [style=dotted]; | ||
n3549 [label="V[0][0]"]; | ||
n3549 -> n3548; | ||
n3548 [label="H[0][1]"]; | ||
n3548 -> n3516 [style=dotted]; | ||
n3548 -> n3547; | ||
n3547 [label="V[0][1]"]; | ||
n3547 -> n3546 [style=dotted]; | ||
n3546 [label="H[1][0]"]; | ||
n3546 -> n3545 [style=dotted]; | ||
n3545 [label="V[1][0]"]; | ||
n3545 -> n3544 [style=dotted]; | ||
n3544 [label="H[0][2]"]; | ||
n3544 -> n3543 [style=dotted]; | ||
n3543 [label="V[0][2]"]; | ||
n3543 -> n3542 [style=dotted]; | ||
n3542 [label="H[1][1]"]; | ||
n3542 -> n3541 [style=dotted]; | ||
n3542 -> n3490; | ||
n3541 [label="V[1][1]"]; | ||
n3541 -> n3540; | ||
n3540 [label="H[2][0]"]; | ||
n3540 -> n3528 [style=dotted]; | ||
n3540 -> n3539; | ||
n3539 [label="V[2][0]"]; | ||
n3539 -> n3538 [style=dotted]; | ||
n3538 [label="V[0][3]"]; | ||
n3538 -> n3537; | ||
n3537 [label="H[1][2]"]; | ||
n3537 -> n3536 [style=dotted]; | ||
n3537 -> n3485; | ||
n3536 [label="V[1][2]"]; | ||
n3536 -> n3535; | ||
n3535 [label="H[2][1]"]; | ||
n3535 -> n3534 [style=dotted]; | ||
n3528 [label="V[2][0]"]; | ||
n3528 -> n3527; | ||
n3527 [label="V[0][3]"]; | ||
n3527 -> n3526; | ||
n3526 [label="H[1][2]"]; | ||
n3526 -> n3518 [style=dotted]; | ||
n3526 -> n3525; | ||
n3525 [label="V[1][2]"]; | ||
n3525 -> n3524 [style=dotted]; | ||
n3524 [label="H[2][1]"]; | ||
n3524 -> n3523 [style=dotted]; | ||
n3523 [label="V[2][1]"]; | ||
n3523 -> n3522 [style=dotted]; | ||
n3522 [label="H[3][0]"]; | ||
n3522 -> n3521 [style=dotted]; | ||
n3521 [label="V[1][3]"]; | ||
n3521 -> n3520 [style=dotted]; | ||
n3520 [label="H[2][2]"]; | ||
n3520 -> n3519 [style=dotted]; | ||
n3519 [label="V[2][2]"]; | ||
n3519 -> n3471; | ||
n3518 [label="V[1][2]"]; | ||
n3518 -> n3517; | ||
n3517 [label="H[2][1]"]; | ||
n3517 -> n3476 [style=dotted]; | ||
n3516 [label="V[0][1]"]; | ||
n3516 -> n3515; | ||
n3515 [label="H[1][0]"]; | ||
n3515 -> n3514 [style=dotted]; | ||
n1 [label="⊤", shape = box]; | ||
} |
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