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label int64 | 0 int64 | 1 int64 | 2 int64 | 3 int64 | 4 int64 | 5 int64 | 6 int64 | 7 int64 | 8 int64 | 9 int64 | 10 int64 | 11 int64 | 12 int64 | 13 int64 | 14 int64 | 15 int64 | 16 int64 | 17 int64 | 18 int64 | 19 int64 | 20 int64 | 21 int64 | 22 int64 | 23 int64 | 24 int64 | 25 int64 | 26 int64 | 27 int64 | 28 int64 | 29 int64 | 30 int64 | 31 int64 | 32 int64 | 33 int64 | 34 int64 | 35 int64 | 36 int64 | 37 int64 | 38 int64 | 39 int64 | 40 int64 | 41 int64 | 42 int64 | 43 int64 | 44 int64 | 45 int64 | 46 int64 | 47 int64 | 48 int64 | 49 int64 | 50 int64 | 51 int64 | 52 int64 | 53 int64 | 54 int64 | 55 int64 | 56 int64 | 57 int64 | 58 int64 | 59 int64 | 60 int64 | 61 int64 | 62 int64 | 63 int64 | 64 int64 | 65 int64 | 66 int64 | 67 int64 | 68 int64 | 69 int64 | 70 int64 | 71 int64 | 72 int64 | 73 int64 | 74 int64 | 75 int64 | 76 int64 | 77 int64 | 78 int64 | 79 int64 | 80 int64 | 81 int64 | 82 int64 | 83 int64 | 84 int64 | 85 int64 | 86 int64 | 87 int64 | 88 int64 | 89 int64 | 90 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int64 | 258 int64 | 259 int64 | 260 int64 | 261 int64 | 262 int64 | 263 int64 | 264 int64 | 265 int64 | 266 int64 | 267 int64 | 268 int64 | 269 int64 | 270 int64 | 271 int64 | 272 int64 | 273 int64 | 274 int64 | 275 int64 | 276 int64 | 277 int64 | 278 int64 | 279 int64 | 280 int64 | 281 int64 | 282 int64 | 283 int64 | 284 int64 | 285 int64 | 286 int64 | 287 int64 | 288 int64 | 289 int64 | 290 int64 | 291 int64 | 292 int64 | 293 int64 | 294 int64 | 295 int64 | 296 int64 | 297 int64 | 298 int64 | 299 int64 | 300 int64 | 301 int64 | 302 int64 | 303 int64 | 304 int64 | 305 int64 | 306 int64 | 307 int64 | 308 int64 | 309 int64 | 310 int64 | 311 int64 | 312 int64 | 313 int64 | 314 int64 | 315 int64 | 316 int64 | 317 int64 | 318 int64 | 319 int64 | 320 int64 | 321 int64 | 322 int64 | 323 int64 | 324 int64 | 325 int64 | 326 int64 | 327 int64 | 328 int64 | 329 int64 | 330 int64 | 331 int64 | 332 int64 | 333 int64 | 334 int64 | 335 int64 | 336 int64 | 337 int64 | 338 int64 | 339 int64 | 340 int64 | 341 int64 | 342 int64 | 343 int64 | 344 int64 | 345 int64 | 346 int64 | 347 int64 | 348 int64 | 349 int64 | 350 int64 | 351 int64 | 352 int64 | 353 int64 | 354 int64 | 355 int64 | 356 int64 | 357 int64 | 358 int64 | 359 int64 | 360 int64 | 361 int64 | 362 int64 | 363 int64 | 364 int64 | 365 int64 | 366 int64 | 367 int64 | 368 int64 | 369 int64 | 370 int64 | 371 int64 | 372 int64 | 373 int64 | 374 int64 | 375 int64 | 376 int64 | 377 int64 | 378 int64 | 379 int64 | 380 int64 | 381 int64 | 382 int64 | 383 int64 | 384 int64 | 385 int64 | 386 int64 | 387 int64 | 388 int64 | 389 int64 | 390 int64 | 391 int64 | 392 int64 | 393 int64 | 394 int64 | 395 int64 | 396 int64 | 397 int64 | 398 int64 | 399 int64 | 400 int64 | 401 int64 | 402 int64 | 403 int64 | 404 int64 | 405 int64 | 406 int64 | 407 int64 | 408 int64 | 409 int64 | 410 int64 | 411 int64 | 412 int64 | 413 int64 | 414 int64 | 415 int64 | 416 int64 | 417 int64 | 418 int64 | 419 int64 | 420 int64 | 421 int64 | 422 int64 | 423 int64 | 424 int64 | 425 int64 | 426 int64 | 427 int64 | 428 int64 | 429 int64 | 430 int64 | 431 int64 | 432 int64 | 433 int64 | 434 int64 | 435 int64 | 436 int64 | 437 int64 | 438 int64 | 439 int64 | 440 int64 | 441 int64 | 442 int64 | 443 int64 | 444 int64 | 445 int64 | 446 int64 | 447 int64 | 448 int64 | 449 int64 | 450 int64 | 451 int64 | 452 int64 | 453 int64 | 454 int64 | 455 int64 | 456 int64 | 457 int64 | 458 int64 | 459 int64 | 460 int64 | 461 int64 | 462 int64 | 463 int64 | 464 int64 | 465 int64 | 466 int64 | 467 int64 | 468 int64 | 469 int64 | 470 int64 | 471 int64 | 472 int64 | 473 int64 | 474 int64 | 475 int64 | 476 int64 | 477 int64 | 478 int64 | 479 int64 | 480 int64 | 481 int64 | 482 int64 | 483 int64 | 484 int64 | 485 int64 | 486 int64 | 487 int64 | 488 int64 | 489 int64 | 490 int64 | 491 int64 | 492 int64 | 493 int64 | 494 int64 | 495 int64 | 496 int64 | 497 int64 | 498 int64 | 499 int64 | 500 int64 | 501 int64 | 502 int64 | 503 int64 | 504 int64 | 505 int64 | 506 int64 | 507 int64 | 508 int64 | 509 int64 | 510 int64 | 511 int64 | 512 int64 | 513 int64 | 514 int64 | 515 int64 | 516 int64 | 517 int64 | 518 int64 | 519 int64 | 520 int64 | 521 int64 | 522 int64 | 523 int64 | 524 int64 | 525 int64 | 526 int64 | 527 int64 | 528 int64 | 529 int64 | 530 int64 | 531 int64 | 532 int64 | 533 int64 | 534 int64 | 535 int64 | 536 int64 | 537 int64 | 538 int64 | 539 int64 | 540 int64 | 541 int64 | 542 int64 | 543 int64 | 544 int64 | 545 int64 | 546 int64 | 547 int64 | 548 int64 | 549 int64 | 550 int64 | 551 int64 | 552 int64 | 553 int64 | 554 int64 | 555 int64 | 556 int64 | 557 int64 | 558 int64 | 559 int64 | 560 int64 | 561 int64 | 562 int64 | 563 int64 | 564 int64 | 565 int64 | 566 int64 | 567 int64 | 568 int64 | 569 int64 | 570 int64 | 571 int64 | 572 int64 | 573 int64 | 574 int64 | 575 int64 | 576 int64 | 577 int64 | 578 int64 | 579 int64 | 580 int64 | 581 int64 | 582 int64 | 583 int64 | 584 int64 | 585 int64 | 586 int64 | 587 int64 | 588 int64 | 589 int64 | 590 int64 | 591 int64 | 592 int64 | 593 int64 | 594 int64 | 595 int64 | 596 int64 | 597 int64 | 598 int64 | 599 int64 | 600 int64 | 601 int64 | 602 int64 | 603 int64 | 604 int64 | 605 int64 | 606 int64 | 607 int64 | 608 int64 | 609 int64 | 610 int64 | 611 int64 | 612 int64 | 613 int64 | 614 int64 | 615 int64 | 616 int64 | 617 int64 | 618 int64 | 619 int64 | 620 int64 | 621 int64 | 622 int64 | 623 int64 | 624 int64 | 625 int64 | 626 int64 | 627 int64 | 628 int64 | 629 int64 | 630 int64 | 631 int64 | 632 int64 | 633 int64 | 634 int64 | 635 int64 | 636 int64 | 637 int64 | 638 int64 | 639 int64 | 640 int64 | 641 int64 | 642 int64 | 643 int64 | 644 int64 | 645 int64 | 646 int64 | 647 int64 | 648 int64 | 649 int64 | 650 int64 | 651 int64 | 652 int64 | 653 int64 | 654 int64 | 655 int64 | 656 int64 | 657 int64 | 658 int64 | 659 int64 | 660 int64 | 661 int64 | 662 int64 | 663 int64 | 664 int64 | 665 int64 | 666 int64 | 667 int64 | 668 int64 | 669 int64 | 670 int64 | 671 int64 | 672 int64 | 673 int64 | 674 int64 | 675 int64 | 676 int64 | 677 int64 | 678 int64 | 679 int64 | 680 int64 | 681 int64 | 682 int64 | 683 int64 | 684 int64 | 685 int64 | 686 int64 | 687 int64 | 688 int64 | 689 int64 | 690 int64 | 691 int64 | 692 int64 | 693 int64 | 694 int64 | 695 int64 | 696 int64 | 697 int64 | 698 int64 | 699 int64 | 700 int64 | 701 int64 | 702 int64 | 703 int64 | 704 int64 | 705 int64 | 706 int64 | 707 int64 | 708 int64 | 709 int64 | 710 int64 | 711 int64 | 712 int64 | 713 int64 | 714 int64 | 715 int64 | 716 int64 | 717 int64 | 718 int64 | 719 int64 | 720 int64 | 721 int64 | 722 int64 | 723 int64 | 724 int64 | 725 int64 | 726 int64 | 727 int64 | 728 int64 | 729 int64 | 730 int64 | 731 int64 | 732 int64 | 733 int64 | 734 int64 | 735 int64 | 736 int64 | 737 int64 | 738 int64 | 739 int64 | 740 int64 | 741 int64 | 742 int64 | 743 int64 | 744 int64 | 745 int64 | 746 int64 | 747 int64 | 748 int64 | 749 int64 | 750 int64 | 751 int64 | 752 int64 | 753 int64 | 754 int64 | 755 int64 | 756 int64 | 757 int64 | 758 int64 | 759 int64 | 760 int64 | 761 int64 | 762 int64 | 763 int64 | 764 int64 | 765 int64 | 766 int64 | 767 int64 | 768 int64 | 769 int64 | 770 int64 | 771 int64 | 772 int64 | 773 int64 | 774 int64 | 775 int64 | 776 int64 | 777 int64 | 778 int64 | 779 int64 | 780 int64 | 781 int64 | 782 int64 | 783 int64 | is_adversarial int64 |
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MNIST with Adversarial Examples
This dataset contains MNIST images with both normal and adversarial examples.
The dataset includes:
- Original MNIST digit images (28x28 pixels, flattened to 784 features)
- Adversarial examples generated from the original images
- Labels for digit classification (0-9)
- Binary flag indicating whether each sample is adversarial
Features:
- label: Digit class (0-9)
- pixels 0-783: Flattened 28x28 grayscale pixel values
- is_adversarial: Binary flag (0 = normal, 1 = adversarial)
This dataset is useful for:
- Training robust classifiers
- Studying adversarial examples
- Evaluating model vulnerability to adversarial attacks
- Developing adversarial defense mechanisms
Dataset Statistics
- Training samples: 120,000
- Normal: 60,000
- Adversarial: 60,000
- Test samples: 20,000
- Normal: 10,000
- Adversarial: 10,000
- Features: 784 pixel values + 1 label + 1 adversarial flag
- Classes: 10 (digits 0-9)
Dataset Structure
The dataset contains the following columns:
label: The digit class (0-9)0to783: Flattened 28x28 grayscale pixel values (0-255)is_adversarial: Binary flag (0 = normal image, 1 = adversarial image)
Usage
from datasets import load_dataset
# Load the dataset
dataset = load_dataset("wambosec/adversarial-mnist")
# Access train and test splits
train_data = dataset['train']
test_data = dataset['test']
# Convert to pandas for easier manipulation
import pandas as pd
train_df = train_data.to_pandas()
# Separate normal and adversarial examples
normal_examples = train_df[train_df['is_adversarial'] == 0]
adversarial_examples = train_df[train_df['is_adversarial'] == 1]
# Get pixel data for visualization
pixels = train_df[[str(i) for i in range(784)]].values
images = pixels.reshape(-1, 28, 28)
Applications
This dataset is useful for:
- Adversarial robustness research: Training and evaluating robust classifiers
- Attack detection: Developing methods to detect adversarial examples
- Defense mechanisms: Testing adversarial defense strategies
- Benchmarking: Comparing model performance on clean vs adversarial data
Citation
@dataset{
adversarial_mnist,
title={MNIST with Adversarial Examples},
author={wambosec},
year={2025},
url={https://huggingface.co/datasets/wambosec/adversarial-mnist}
}
Adversarial examples from: https://www.kaggle.com/datasets/sudulakishore/mnist-fgsm
Normal MNIST from: https://www.kaggle.com/datasets/hojjatk/mnist-dataset
License
This dataset is released under the mit license.
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