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Browse files- README.md +0 -30
- mammographic_masses.data +0 -961
- mammography.py +0 -132
- mammography/mammography-train.parquet +3 -0
README.md
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---
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language:
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- en
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tags:
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- mammography
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- tabular_classification
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- binary_classification
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pretty_name: Mammography
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size_categories:
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- 100<n<1K
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task_categories: # Full list at https://github.com/huggingface/hub-docs/blob/main/js/src/lib/interfaces/Types.ts
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- tabular-classification
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configs:
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- mammography
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---
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# Mammography
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The [Mammography dataset](https://archive.ics.uci.edu/ml/datasets/Mammography) from the [UCI ML repository](https://archive.ics.uci.edu/ml/datasets).
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# Configurations and tasks
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| **Configuration** | **Task** | **Description** |
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|-------------------|---------------------------|------------------------|
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| mammography | Binary classification | Is the lesion benign? |
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# Usage
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```python
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from datasets import load_dataset
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dataset = load_dataset("mstz/mammography", "mammography")["train"]
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```
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mammographic_masses.data
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321 |
-
4,71,4,2,3,1
|
322 |
-
5,60,4,3,3,1
|
323 |
-
4,24,1,1,3,0
|
324 |
-
5,34,4,5,2,1
|
325 |
-
4,79,1,1,2,0
|
326 |
-
4,45,1,1,3,0
|
327 |
-
4,37,2,1,2,0
|
328 |
-
4,42,1,1,2,0
|
329 |
-
4,72,4,4,3,1
|
330 |
-
5,60,4,5,3,1
|
331 |
-
5,85,3,5,3,1
|
332 |
-
4,51,1,1,3,0
|
333 |
-
5,54,4,5,3,1
|
334 |
-
5,55,4,3,3,1
|
335 |
-
4,64,4,4,3,0
|
336 |
-
5,67,4,5,3,1
|
337 |
-
5,75,4,3,3,1
|
338 |
-
5,87,4,4,3,1
|
339 |
-
4,46,4,4,3,1
|
340 |
-
4,59,2,1,?,0
|
341 |
-
55,46,4,3,3,1
|
342 |
-
5,61,1,1,3,1
|
343 |
-
4,44,1,4,3,0
|
344 |
-
4,32,1,1,3,0
|
345 |
-
4,62,1,1,3,0
|
346 |
-
5,59,4,5,3,1
|
347 |
-
4,61,4,1,3,0
|
348 |
-
5,78,4,4,3,1
|
349 |
-
5,42,4,5,3,0
|
350 |
-
4,45,1,2,3,0
|
351 |
-
5,34,2,1,3,1
|
352 |
-
5,39,4,3,?,1
|
353 |
-
4,27,3,1,3,0
|
354 |
-
4,43,1,1,3,0
|
355 |
-
5,83,4,4,3,1
|
356 |
-
4,36,2,1,3,0
|
357 |
-
4,37,2,1,3,0
|
358 |
-
4,56,3,1,3,1
|
359 |
-
5,55,4,4,3,1
|
360 |
-
5,46,3,?,3,0
|
361 |
-
4,88,4,4,3,1
|
362 |
-
5,71,4,4,3,1
|
363 |
-
4,41,2,1,3,0
|
364 |
-
5,49,4,4,3,1
|
365 |
-
3,51,1,1,4,0
|
366 |
-
4,39,1,3,3,0
|
367 |
-
4,46,2,1,3,0
|
368 |
-
5,52,4,4,3,1
|
369 |
-
5,58,4,4,3,1
|
370 |
-
4,67,4,5,3,1
|
371 |
-
5,80,4,4,3,1
|
372 |
-
3,46,1,?,?,0
|
373 |
-
3,43,1,?,?,0
|
374 |
-
4,45,1,1,3,0
|
375 |
-
5,68,4,4,3,1
|
376 |
-
4,54,4,4,?,1
|
377 |
-
4,44,2,3,3,0
|
378 |
-
5,74,4,3,3,1
|
379 |
-
5,55,4,5,3,0
|
380 |
-
4,49,4,4,3,1
|
381 |
-
4,49,1,1,3,0
|
382 |
-
5,50,4,3,3,1
|
383 |
-
5,52,3,5,3,1
|
384 |
-
4,45,1,1,3,0
|
385 |
-
4,66,1,1,3,0
|
386 |
-
4,68,4,4,3,1
|
387 |
-
4,72,2,1,3,0
|
388 |
-
5,64,?,?,3,0
|
389 |
-
2,49,?,3,3,0
|
390 |
-
3,44,?,4,3,0
|
391 |
-
5,74,4,4,3,1
|
392 |
-
5,58,4,4,3,1
|
393 |
-
4,77,2,3,3,0
|
394 |
-
4,49,3,1,3,0
|
395 |
-
4,34,?,?,4,0
|
396 |
-
5,60,4,3,3,1
|
397 |
-
5,69,4,3,3,1
|
398 |
-
4,53,2,1,3,0
|
399 |
-
3,46,3,4,3,0
|
400 |
-
5,74,4,4,3,1
|
401 |
-
4,58,1,1,3,0
|
402 |
-
5,68,4,4,3,1
|
403 |
-
5,46,4,3,3,0
|
404 |
-
5,61,2,4,3,1
|
405 |
-
5,70,4,3,3,1
|
406 |
-
5,37,4,4,3,1
|
407 |
-
3,65,4,5,3,1
|
408 |
-
4,67,4,4,3,0
|
409 |
-
5,69,3,4,3,0
|
410 |
-
5,76,4,4,3,1
|
411 |
-
4,65,4,3,3,0
|
412 |
-
5,72,4,2,3,1
|
413 |
-
4,62,4,2,3,0
|
414 |
-
5,42,4,4,3,1
|
415 |
-
5,66,4,3,3,1
|
416 |
-
5,48,4,4,3,1
|
417 |
-
4,35,1,1,3,0
|
418 |
-
5,60,4,4,3,1
|
419 |
-
5,67,4,2,3,1
|
420 |
-
5,78,4,4,3,1
|
421 |
-
4,66,1,1,3,1
|
422 |
-
4,26,1,1,?,0
|
423 |
-
4,48,1,1,3,0
|
424 |
-
4,31,1,1,3,0
|
425 |
-
5,43,4,3,3,1
|
426 |
-
5,72,2,4,3,0
|
427 |
-
5,66,1,1,3,1
|
428 |
-
4,56,4,4,3,0
|
429 |
-
5,58,4,5,3,1
|
430 |
-
5,33,2,4,3,1
|
431 |
-
4,37,1,1,3,0
|
432 |
-
5,36,4,3,3,1
|
433 |
-
4,39,2,3,3,0
|
434 |
-
4,39,4,4,3,1
|
435 |
-
5,83,4,4,3,1
|
436 |
-
4,68,4,5,3,1
|
437 |
-
5,63,3,4,3,1
|
438 |
-
5,78,4,4,3,1
|
439 |
-
4,38,2,3,3,0
|
440 |
-
5,46,4,3,3,1
|
441 |
-
5,60,4,4,3,1
|
442 |
-
5,56,2,3,3,1
|
443 |
-
4,33,1,1,3,0
|
444 |
-
4,?,4,5,3,1
|
445 |
-
4,69,1,5,3,1
|
446 |
-
5,66,1,4,3,1
|
447 |
-
4,72,1,3,3,0
|
448 |
-
4,29,1,1,3,0
|
449 |
-
5,54,4,5,3,1
|
450 |
-
5,80,4,4,3,1
|
451 |
-
5,68,4,3,3,1
|
452 |
-
4,35,2,1,3,0
|
453 |
-
4,57,3,?,3,0
|
454 |
-
5,?,4,4,3,1
|
455 |
-
4,50,1,1,3,0
|
456 |
-
4,32,4,3,3,0
|
457 |
-
0,69,4,5,3,1
|
458 |
-
4,71,4,5,3,1
|
459 |
-
5,87,4,5,3,1
|
460 |
-
3,40,2,?,3,0
|
461 |
-
4,31,1,1,?,0
|
462 |
-
4,64,1,1,3,0
|
463 |
-
5,55,4,5,3,1
|
464 |
-
4,18,1,1,3,0
|
465 |
-
3,50,2,1,?,0
|
466 |
-
4,53,1,1,3,0
|
467 |
-
5,84,4,5,3,1
|
468 |
-
5,80,4,3,3,1
|
469 |
-
4,32,1,1,3,0
|
470 |
-
5,77,3,4,3,1
|
471 |
-
4,38,1,1,3,0
|
472 |
-
5,54,4,5,3,1
|
473 |
-
4,63,1,1,3,0
|
474 |
-
4,61,1,1,3,0
|
475 |
-
4,52,1,1,3,0
|
476 |
-
4,36,1,1,3,0
|
477 |
-
4,41,?,?,3,0
|
478 |
-
4,59,1,1,3,0
|
479 |
-
5,51,4,4,2,1
|
480 |
-
4,36,1,1,3,0
|
481 |
-
5,40,4,3,3,1
|
482 |
-
4,49,1,1,3,0
|
483 |
-
4,37,2,3,3,0
|
484 |
-
4,46,1,1,3,0
|
485 |
-
4,63,1,1,3,0
|
486 |
-
4,28,2,1,3,0
|
487 |
-
4,47,2,1,3,0
|
488 |
-
4,42,2,1,3,1
|
489 |
-
5,44,4,5,3,1
|
490 |
-
4,49,4,4,3,0
|
491 |
-
5,47,4,5,3,1
|
492 |
-
5,52,4,5,3,1
|
493 |
-
4,53,1,1,3,1
|
494 |
-
5,83,3,3,3,1
|
495 |
-
4,50,4,4,?,1
|
496 |
-
5,63,4,4,3,1
|
497 |
-
4,82,?,5,3,1
|
498 |
-
4,54,1,1,3,0
|
499 |
-
4,50,4,4,3,0
|
500 |
-
5,80,4,5,3,1
|
501 |
-
5,45,2,4,3,0
|
502 |
-
5,59,4,4,?,1
|
503 |
-
4,28,2,1,3,0
|
504 |
-
4,31,1,1,3,0
|
505 |
-
4,41,2,1,3,0
|
506 |
-
4,21,3,1,3,0
|
507 |
-
5,44,3,4,3,1
|
508 |
-
5,49,4,4,3,1
|
509 |
-
5,71,4,5,3,1
|
510 |
-
5,75,4,5,3,1
|
511 |
-
4,38,2,1,3,0
|
512 |
-
4,60,1,3,3,0
|
513 |
-
5,87,4,5,3,1
|
514 |
-
4,70,4,4,3,1
|
515 |
-
5,55,4,5,3,1
|
516 |
-
3,21,1,1,3,0
|
517 |
-
4,50,1,1,3,0
|
518 |
-
5,76,4,5,3,1
|
519 |
-
4,23,1,1,3,0
|
520 |
-
3,68,?,?,3,0
|
521 |
-
4,62,4,?,3,1
|
522 |
-
5,65,1,?,3,1
|
523 |
-
5,73,4,5,3,1
|
524 |
-
4,38,2,3,3,0
|
525 |
-
2,57,1,1,3,0
|
526 |
-
5,65,4,5,3,1
|
527 |
-
5,67,2,4,3,1
|
528 |
-
5,61,2,4,3,1
|
529 |
-
5,56,4,4,3,0
|
530 |
-
5,71,2,4,3,1
|
531 |
-
4,49,2,2,3,0
|
532 |
-
4,55,?,?,3,0
|
533 |
-
4,44,2,1,3,0
|
534 |
-
0,58,4,4,3,0
|
535 |
-
4,27,2,1,3,0
|
536 |
-
5,73,4,5,3,1
|
537 |
-
4,34,2,1,3,0
|
538 |
-
5,63,?,4,3,1
|
539 |
-
4,50,2,1,3,1
|
540 |
-
4,62,2,1,3,0
|
541 |
-
3,21,3,1,3,0
|
542 |
-
4,49,2,?,3,0
|
543 |
-
4,36,3,1,3,0
|
544 |
-
4,45,2,1,3,1
|
545 |
-
5,67,4,5,3,1
|
546 |
-
4,21,1,1,3,0
|
547 |
-
4,57,2,1,3,0
|
548 |
-
5,66,4,5,3,1
|
549 |
-
4,71,4,4,3,1
|
550 |
-
5,69,3,4,3,1
|
551 |
-
6,80,4,5,3,1
|
552 |
-
3,27,2,1,3,0
|
553 |
-
4,38,2,1,3,0
|
554 |
-
4,23,2,1,3,0
|
555 |
-
5,70,?,5,3,1
|
556 |
-
4,46,4,3,3,0
|
557 |
-
4,61,2,3,3,0
|
558 |
-
5,65,4,5,3,1
|
559 |
-
4,60,4,3,3,0
|
560 |
-
5,83,4,5,3,1
|
561 |
-
5,40,4,4,3,1
|
562 |
-
2,59,?,4,3,0
|
563 |
-
4,53,3,4,3,0
|
564 |
-
4,76,4,4,3,0
|
565 |
-
5,79,1,4,3,1
|
566 |
-
5,38,2,4,3,1
|
567 |
-
4,61,3,4,3,0
|
568 |
-
4,56,2,1,3,0
|
569 |
-
4,44,2,1,3,0
|
570 |
-
4,64,3,4,?,1
|
571 |
-
4,66,3,3,3,0
|
572 |
-
4,50,3,3,3,0
|
573 |
-
4,46,1,1,3,0
|
574 |
-
4,39,1,1,3,0
|
575 |
-
4,60,3,?,?,0
|
576 |
-
5,55,4,5,3,1
|
577 |
-
4,40,2,1,3,0
|
578 |
-
4,26,1,1,3,0
|
579 |
-
5,84,3,2,3,1
|
580 |
-
4,41,2,2,3,0
|
581 |
-
4,63,1,1,3,0
|
582 |
-
2,65,?,1,2,0
|
583 |
-
4,49,1,1,3,0
|
584 |
-
4,56,2,2,3,1
|
585 |
-
5,65,4,4,3,0
|
586 |
-
4,54,1,1,3,0
|
587 |
-
4,36,1,1,3,0
|
588 |
-
5,49,4,4,3,0
|
589 |
-
4,59,4,4,3,1
|
590 |
-
5,75,4,4,3,1
|
591 |
-
5,59,4,2,3,0
|
592 |
-
5,59,4,4,3,1
|
593 |
-
4,28,4,4,3,1
|
594 |
-
5,53,4,5,3,0
|
595 |
-
5,57,4,4,3,0
|
596 |
-
5,77,4,3,4,0
|
597 |
-
5,85,4,3,3,1
|
598 |
-
4,59,4,4,3,0
|
599 |
-
5,59,1,5,3,1
|
600 |
-
4,65,3,3,3,1
|
601 |
-
4,54,2,1,3,0
|
602 |
-
5,46,4,5,3,1
|
603 |
-
4,63,4,4,3,1
|
604 |
-
4,53,1,1,3,1
|
605 |
-
4,56,1,1,3,0
|
606 |
-
5,66,4,4,3,1
|
607 |
-
5,66,4,5,3,1
|
608 |
-
4,55,1,1,3,0
|
609 |
-
4,44,1,1,3,0
|
610 |
-
5,86,3,4,3,1
|
611 |
-
5,47,4,5,3,1
|
612 |
-
5,59,4,5,3,1
|
613 |
-
5,66,4,5,3,0
|
614 |
-
5,61,4,3,3,1
|
615 |
-
3,46,?,5,?,1
|
616 |
-
4,69,1,1,3,0
|
617 |
-
5,93,1,5,3,1
|
618 |
-
4,39,1,3,3,0
|
619 |
-
5,44,4,5,3,1
|
620 |
-
4,45,2,2,3,0
|
621 |
-
4,51,3,4,3,0
|
622 |
-
4,56,2,4,3,0
|
623 |
-
4,66,4,4,3,0
|
624 |
-
5,61,4,5,3,1
|
625 |
-
4,64,3,3,3,1
|
626 |
-
5,57,2,4,3,0
|
627 |
-
5,79,4,4,3,1
|
628 |
-
4,57,2,1,?,0
|
629 |
-
4,44,4,1,1,0
|
630 |
-
4,31,2,1,3,0
|
631 |
-
4,63,4,4,3,0
|
632 |
-
4,64,1,1,3,0
|
633 |
-
5,47,4,5,3,0
|
634 |
-
5,68,4,5,3,1
|
635 |
-
4,30,1,1,3,0
|
636 |
-
5,43,4,5,3,1
|
637 |
-
4,56,1,1,3,0
|
638 |
-
4,46,2,1,3,0
|
639 |
-
4,67,2,1,3,0
|
640 |
-
5,52,4,5,3,1
|
641 |
-
4,67,4,4,3,1
|
642 |
-
4,47,2,1,3,0
|
643 |
-
5,58,4,5,3,1
|
644 |
-
4,28,2,1,3,0
|
645 |
-
4,43,1,1,3,0
|
646 |
-
4,57,2,4,3,0
|
647 |
-
5,68,4,5,3,1
|
648 |
-
4,64,2,4,3,0
|
649 |
-
4,64,2,4,3,0
|
650 |
-
5,62,4,4,3,1
|
651 |
-
4,38,4,1,3,0
|
652 |
-
5,68,4,4,3,1
|
653 |
-
4,41,2,1,3,0
|
654 |
-
4,35,2,1,3,1
|
655 |
-
4,68,2,1,3,0
|
656 |
-
5,55,4,4,3,1
|
657 |
-
5,67,4,4,3,1
|
658 |
-
4,51,4,3,3,0
|
659 |
-
2,40,1,1,3,0
|
660 |
-
5,73,4,4,3,1
|
661 |
-
4,58,?,4,3,1
|
662 |
-
4,51,?,4,3,0
|
663 |
-
3,50,?,?,3,1
|
664 |
-
5,59,4,3,3,1
|
665 |
-
6,60,3,5,3,1
|
666 |
-
4,27,2,1,?,0
|
667 |
-
5,54,4,3,3,0
|
668 |
-
4,56,1,1,3,0
|
669 |
-
5,53,4,5,3,1
|
670 |
-
4,54,2,4,3,0
|
671 |
-
5,79,1,4,3,1
|
672 |
-
5,67,4,3,3,1
|
673 |
-
5,64,3,3,3,1
|
674 |
-
4,70,1,2,3,1
|
675 |
-
5,55,4,3,3,1
|
676 |
-
5,65,3,3,3,1
|
677 |
-
5,45,4,2,3,1
|
678 |
-
4,57,4,4,?,1
|
679 |
-
5,49,1,1,3,1
|
680 |
-
4,24,2,1,3,0
|
681 |
-
4,52,1,1,3,0
|
682 |
-
4,50,2,1,3,0
|
683 |
-
4,35,1,1,3,0
|
684 |
-
5,?,3,3,3,1
|
685 |
-
5,64,4,3,3,1
|
686 |
-
5,40,4,1,1,1
|
687 |
-
5,66,4,4,3,1
|
688 |
-
4,64,4,4,3,1
|
689 |
-
5,52,4,3,3,1
|
690 |
-
5,43,1,4,3,1
|
691 |
-
4,56,4,4,3,0
|
692 |
-
4,72,3,?,3,0
|
693 |
-
6,51,4,4,3,1
|
694 |
-
4,79,4,4,3,1
|
695 |
-
4,22,2,1,3,0
|
696 |
-
4,73,2,1,3,0
|
697 |
-
4,53,3,4,3,0
|
698 |
-
4,59,2,1,3,1
|
699 |
-
4,46,4,4,2,0
|
700 |
-
5,66,4,4,3,1
|
701 |
-
4,50,4,3,3,1
|
702 |
-
4,58,1,1,3,1
|
703 |
-
4,55,1,1,3,0
|
704 |
-
4,62,2,4,3,1
|
705 |
-
4,60,1,1,3,0
|
706 |
-
5,57,4,3,3,1
|
707 |
-
4,57,1,1,3,0
|
708 |
-
6,41,2,1,3,0
|
709 |
-
4,71,2,1,3,1
|
710 |
-
4,32,2,1,3,0
|
711 |
-
4,57,2,1,3,0
|
712 |
-
4,19,1,1,3,0
|
713 |
-
4,62,2,4,3,1
|
714 |
-
5,67,4,5,3,1
|
715 |
-
4,50,4,5,3,0
|
716 |
-
4,65,2,3,2,0
|
717 |
-
4,40,2,4,2,0
|
718 |
-
6,71,4,4,3,1
|
719 |
-
6,68,4,3,3,1
|
720 |
-
4,68,1,1,3,0
|
721 |
-
4,29,1,1,3,0
|
722 |
-
4,53,2,1,3,0
|
723 |
-
5,66,4,4,3,1
|
724 |
-
4,60,3,?,4,0
|
725 |
-
5,76,4,4,3,1
|
726 |
-
4,58,2,1,2,0
|
727 |
-
5,96,3,4,3,1
|
728 |
-
5,70,4,4,3,1
|
729 |
-
4,34,2,1,3,0
|
730 |
-
4,59,2,1,3,0
|
731 |
-
4,45,3,1,3,1
|
732 |
-
5,65,4,4,3,1
|
733 |
-
4,59,1,1,3,0
|
734 |
-
4,21,2,1,3,0
|
735 |
-
3,43,2,1,3,0
|
736 |
-
4,53,1,1,3,0
|
737 |
-
4,65,2,1,3,0
|
738 |
-
4,64,2,4,3,1
|
739 |
-
4,53,4,4,3,0
|
740 |
-
4,51,1,1,3,0
|
741 |
-
4,59,2,4,3,0
|
742 |
-
4,56,2,1,3,0
|
743 |
-
4,60,2,1,3,0
|
744 |
-
4,22,1,1,3,0
|
745 |
-
4,25,2,1,3,0
|
746 |
-
6,76,3,?,3,0
|
747 |
-
5,69,4,4,3,1
|
748 |
-
4,58,2,1,3,0
|
749 |
-
5,62,4,3,3,1
|
750 |
-
4,56,4,4,3,0
|
751 |
-
4,64,1,1,3,0
|
752 |
-
4,32,2,1,3,0
|
753 |
-
5,48,?,4,?,1
|
754 |
-
5,59,4,4,2,1
|
755 |
-
4,52,1,1,3,0
|
756 |
-
4,63,4,4,3,0
|
757 |
-
5,67,4,4,3,1
|
758 |
-
5,61,4,4,3,1
|
759 |
-
5,59,4,5,3,1
|
760 |
-
5,52,4,3,3,1
|
761 |
-
4,35,4,4,3,0
|
762 |
-
5,77,3,3,3,1
|
763 |
-
5,71,4,3,3,1
|
764 |
-
5,63,4,3,3,1
|
765 |
-
4,38,2,1,2,0
|
766 |
-
5,72,4,3,3,1
|
767 |
-
4,76,4,3,3,1
|
768 |
-
4,53,3,3,3,0
|
769 |
-
4,67,4,5,3,0
|
770 |
-
5,69,2,4,3,1
|
771 |
-
4,54,1,1,3,0
|
772 |
-
2,35,2,1,2,0
|
773 |
-
5,68,4,3,3,1
|
774 |
-
4,68,4,4,3,0
|
775 |
-
4,67,2,4,3,1
|
776 |
-
3,39,1,1,3,0
|
777 |
-
4,44,2,1,3,0
|
778 |
-
4,33,1,1,3,0
|
779 |
-
4,60,?,4,3,0
|
780 |
-
4,58,1,1,3,0
|
781 |
-
4,31,1,1,3,0
|
782 |
-
3,23,1,1,3,0
|
783 |
-
5,56,4,5,3,1
|
784 |
-
4,69,2,1,3,1
|
785 |
-
6,63,1,1,3,0
|
786 |
-
4,65,1,1,3,1
|
787 |
-
4,44,2,1,2,0
|
788 |
-
4,62,3,3,3,1
|
789 |
-
4,67,4,4,3,1
|
790 |
-
4,56,2,1,3,0
|
791 |
-
4,52,3,4,3,0
|
792 |
-
4,43,1,1,3,1
|
793 |
-
4,41,4,3,2,1
|
794 |
-
4,42,3,4,2,0
|
795 |
-
3,46,1,1,3,0
|
796 |
-
5,55,4,4,3,1
|
797 |
-
5,58,4,4,2,1
|
798 |
-
5,87,4,4,3,1
|
799 |
-
4,66,2,1,3,0
|
800 |
-
0,72,4,3,3,1
|
801 |
-
5,60,4,3,3,1
|
802 |
-
5,83,4,4,2,1
|
803 |
-
4,31,2,1,3,0
|
804 |
-
4,53,2,1,3,0
|
805 |
-
4,64,2,3,3,0
|
806 |
-
5,31,4,4,2,1
|
807 |
-
5,62,4,4,2,1
|
808 |
-
4,56,2,1,3,0
|
809 |
-
5,58,4,4,3,1
|
810 |
-
4,67,1,4,3,0
|
811 |
-
5,75,4,5,3,1
|
812 |
-
5,65,3,4,3,1
|
813 |
-
5,74,3,2,3,1
|
814 |
-
4,59,2,1,3,0
|
815 |
-
4,57,4,4,4,1
|
816 |
-
4,76,3,2,3,0
|
817 |
-
4,63,1,4,3,0
|
818 |
-
4,44,1,1,3,0
|
819 |
-
4,42,3,1,2,0
|
820 |
-
4,35,3,?,2,0
|
821 |
-
5,65,4,3,3,1
|
822 |
-
4,70,2,1,3,0
|
823 |
-
4,48,1,1,3,0
|
824 |
-
4,74,1,1,1,1
|
825 |
-
6,40,?,3,4,1
|
826 |
-
4,63,1,1,3,0
|
827 |
-
5,60,4,4,3,1
|
828 |
-
5,86,4,3,3,1
|
829 |
-
4,27,1,1,3,0
|
830 |
-
4,71,4,5,2,1
|
831 |
-
5,85,4,4,3,1
|
832 |
-
4,51,3,3,3,0
|
833 |
-
6,72,4,3,3,1
|
834 |
-
5,52,4,4,3,1
|
835 |
-
4,66,2,1,3,0
|
836 |
-
5,71,4,5,3,1
|
837 |
-
4,42,2,1,3,0
|
838 |
-
4,64,4,4,2,1
|
839 |
-
4,41,2,2,3,0
|
840 |
-
4,50,2,1,3,0
|
841 |
-
4,30,1,1,3,0
|
842 |
-
4,67,1,1,3,0
|
843 |
-
5,62,4,4,3,1
|
844 |
-
4,46,2,1,2,0
|
845 |
-
4,35,1,1,3,0
|
846 |
-
4,53,1,1,2,0
|
847 |
-
4,59,2,1,3,0
|
848 |
-
4,19,3,1,3,0
|
849 |
-
5,86,2,1,3,1
|
850 |
-
4,72,2,1,3,0
|
851 |
-
4,37,2,1,2,0
|
852 |
-
4,46,3,1,3,1
|
853 |
-
4,45,1,1,3,0
|
854 |
-
4,48,4,5,3,0
|
855 |
-
4,58,4,4,3,1
|
856 |
-
4,42,1,1,3,0
|
857 |
-
4,56,2,4,3,1
|
858 |
-
4,47,2,1,3,0
|
859 |
-
4,49,4,4,3,1
|
860 |
-
5,76,2,5,3,1
|
861 |
-
5,62,4,5,3,1
|
862 |
-
5,64,4,4,3,1
|
863 |
-
5,53,4,3,3,1
|
864 |
-
4,70,4,2,2,1
|
865 |
-
5,55,4,4,3,1
|
866 |
-
4,34,4,4,3,0
|
867 |
-
5,76,4,4,3,1
|
868 |
-
4,39,1,1,3,0
|
869 |
-
2,23,1,1,3,0
|
870 |
-
4,19,1,1,3,0
|
871 |
-
5,65,4,5,3,1
|
872 |
-
4,57,2,1,3,0
|
873 |
-
5,41,4,4,3,1
|
874 |
-
4,36,4,5,3,1
|
875 |
-
4,62,3,3,3,0
|
876 |
-
4,69,2,1,3,0
|
877 |
-
4,41,3,1,3,0
|
878 |
-
3,51,2,4,3,0
|
879 |
-
5,50,3,2,3,1
|
880 |
-
4,47,4,4,3,0
|
881 |
-
4,54,4,5,3,1
|
882 |
-
5,52,4,4,3,1
|
883 |
-
4,30,1,1,3,0
|
884 |
-
3,48,4,4,3,1
|
885 |
-
5,?,4,4,3,1
|
886 |
-
4,65,2,4,3,1
|
887 |
-
4,50,1,1,3,0
|
888 |
-
5,65,4,5,3,1
|
889 |
-
5,66,4,3,3,1
|
890 |
-
6,41,3,3,2,1
|
891 |
-
5,72,3,2,3,1
|
892 |
-
4,42,1,1,1,1
|
893 |
-
4,80,4,4,3,1
|
894 |
-
0,45,2,4,3,0
|
895 |
-
4,41,1,1,3,0
|
896 |
-
4,72,3,3,3,1
|
897 |
-
4,60,4,5,3,0
|
898 |
-
5,67,4,3,3,1
|
899 |
-
4,55,2,1,3,0
|
900 |
-
4,61,3,4,3,1
|
901 |
-
4,55,3,4,3,1
|
902 |
-
4,52,4,4,3,1
|
903 |
-
4,42,1,1,3,0
|
904 |
-
5,63,4,4,3,1
|
905 |
-
4,62,4,5,3,1
|
906 |
-
4,46,1,1,3,0
|
907 |
-
4,65,2,1,3,0
|
908 |
-
4,57,3,3,3,1
|
909 |
-
4,66,4,5,3,1
|
910 |
-
4,45,1,1,3,0
|
911 |
-
4,77,4,5,3,1
|
912 |
-
4,35,1,1,3,0
|
913 |
-
4,50,4,5,3,1
|
914 |
-
4,57,4,4,3,0
|
915 |
-
4,74,3,1,3,1
|
916 |
-
4,59,4,5,3,0
|
917 |
-
4,51,1,1,3,0
|
918 |
-
4,42,3,4,3,1
|
919 |
-
4,35,2,4,3,0
|
920 |
-
4,42,1,1,3,0
|
921 |
-
4,43,2,1,3,0
|
922 |
-
4,62,4,4,3,1
|
923 |
-
4,27,2,1,3,0
|
924 |
-
5,?,4,3,3,1
|
925 |
-
4,57,4,4,3,1
|
926 |
-
4,59,2,1,3,0
|
927 |
-
5,40,3,2,3,1
|
928 |
-
4,20,1,1,3,0
|
929 |
-
5,74,4,3,3,1
|
930 |
-
4,22,1,1,3,0
|
931 |
-
4,57,4,3,3,0
|
932 |
-
4,57,4,3,3,1
|
933 |
-
4,55,2,1,2,0
|
934 |
-
4,62,2,1,3,0
|
935 |
-
4,54,1,1,3,0
|
936 |
-
4,71,1,1,3,1
|
937 |
-
4,65,3,3,3,0
|
938 |
-
4,68,4,4,3,0
|
939 |
-
4,64,1,1,3,0
|
940 |
-
4,54,2,4,3,0
|
941 |
-
4,48,4,4,3,1
|
942 |
-
4,58,4,3,3,0
|
943 |
-
5,58,3,4,3,1
|
944 |
-
4,70,1,1,1,0
|
945 |
-
5,70,1,4,3,1
|
946 |
-
4,59,2,1,3,0
|
947 |
-
4,57,2,4,3,0
|
948 |
-
4,53,4,5,3,0
|
949 |
-
4,54,4,4,3,1
|
950 |
-
4,53,2,1,3,0
|
951 |
-
0,71,4,4,3,1
|
952 |
-
5,67,4,5,3,1
|
953 |
-
4,68,4,4,3,1
|
954 |
-
4,56,2,4,3,0
|
955 |
-
4,35,2,1,3,0
|
956 |
-
4,52,4,4,3,1
|
957 |
-
4,47,2,1,3,0
|
958 |
-
4,56,4,5,3,1
|
959 |
-
4,64,4,5,3,0
|
960 |
-
5,66,4,5,3,1
|
961 |
-
4,62,3,3,3,0
|
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|
mammography.py
DELETED
@@ -1,132 +0,0 @@
|
|
1 |
-
"""Mammography"""
|
2 |
-
|
3 |
-
from typing import List
|
4 |
-
from functools import partial
|
5 |
-
|
6 |
-
import datasets
|
7 |
-
|
8 |
-
import pandas
|
9 |
-
|
10 |
-
|
11 |
-
VERSION = datasets.Version("1.0.0")
|
12 |
-
_ORIGINAL_FEATURE_NAMES = [
|
13 |
-
"rads",
|
14 |
-
"age",
|
15 |
-
"lesion_shape",
|
16 |
-
"margin",
|
17 |
-
"density",
|
18 |
-
"is_severe"
|
19 |
-
]
|
20 |
-
_BASE_FEATURE_NAMES = [
|
21 |
-
"age",
|
22 |
-
"lesion_shape",
|
23 |
-
"margin",
|
24 |
-
"density",
|
25 |
-
"is_severe"
|
26 |
-
]
|
27 |
-
_ENCODING_DICS = {
|
28 |
-
"lesion_shape": {
|
29 |
-
"1": "round",
|
30 |
-
"2": "oval",
|
31 |
-
"3": "lobular",
|
32 |
-
"4": "irregular",
|
33 |
-
},
|
34 |
-
"margin": {
|
35 |
-
"1": "circumbscribed",
|
36 |
-
"2": "microlobulated",
|
37 |
-
"3": "obscured",
|
38 |
-
"4": "ill-defined",
|
39 |
-
"5": "spiculated",
|
40 |
-
},
|
41 |
-
"density": {
|
42 |
-
"1": "high",
|
43 |
-
"2": "iso",
|
44 |
-
"3": "low",
|
45 |
-
"4": "fat-containing",
|
46 |
-
"5": "spiculated",
|
47 |
-
}
|
48 |
-
}
|
49 |
-
|
50 |
-
DESCRIPTION = "Mammography dataset from the UCI ML repository."
|
51 |
-
_HOMEPAGE = "https://archive.ics.uci.edu/ml/datasets/Mammography"
|
52 |
-
_URLS = ("https://huggingface.co/datasets/mstz/mammography/raw/mammography_masses.data")
|
53 |
-
_CITATION = """
|
54 |
-
@misc{misc_mammographic_mass_161,
|
55 |
-
author = {Elter,Matthias},
|
56 |
-
title = {{Mammographic Mass}},
|
57 |
-
year = {2007},
|
58 |
-
howpublished = {UCI Machine Learning Repository},
|
59 |
-
note = {{DOI}: \\url{10.24432/C53K6Z}}
|
60 |
-
}"""
|
61 |
-
|
62 |
-
# Dataset info
|
63 |
-
urls_per_split = {
|
64 |
-
"train": "https://huggingface.co/datasets/mstz/mammography/raw/main/mammographic_masses.data"
|
65 |
-
}
|
66 |
-
features_types_per_config = {
|
67 |
-
"mammography": {
|
68 |
-
"age": datasets.Value("int8"),
|
69 |
-
"lesion_shape": datasets.Value("string"),
|
70 |
-
"margin": datasets.Value("string"),
|
71 |
-
"density": datasets.Value("string"),
|
72 |
-
"is_severe": datasets.ClassLabel(num_classes=2, names=("no", "yes"))
|
73 |
-
}
|
74 |
-
}
|
75 |
-
features_per_config = {k: datasets.Features(features_types_per_config[k]) for k in features_types_per_config}
|
76 |
-
|
77 |
-
|
78 |
-
class MammographyConfig(datasets.BuilderConfig):
|
79 |
-
def __init__(self, **kwargs):
|
80 |
-
super(MammographyConfig, self).__init__(version=VERSION, **kwargs)
|
81 |
-
self.features = features_per_config[kwargs["name"]]
|
82 |
-
|
83 |
-
|
84 |
-
class Mammography(datasets.GeneratorBasedBuilder):
|
85 |
-
# dataset versions
|
86 |
-
DEFAULT_CONFIG = "mammography"
|
87 |
-
BUILDER_CONFIGS = [
|
88 |
-
MammographyConfig(name="mammography",
|
89 |
-
description="Mammography for binary classification.")
|
90 |
-
]
|
91 |
-
|
92 |
-
|
93 |
-
def _info(self):
|
94 |
-
info = datasets.DatasetInfo(description=DESCRIPTION, citation=_CITATION, homepage=_HOMEPAGE,
|
95 |
-
features=features_per_config[self.config.name])
|
96 |
-
|
97 |
-
return info
|
98 |
-
|
99 |
-
def _split_generators(self, dl_manager: datasets.DownloadManager) -> List[datasets.SplitGenerator]:
|
100 |
-
downloads = dl_manager.download_and_extract(urls_per_split)
|
101 |
-
|
102 |
-
return [
|
103 |
-
datasets.SplitGenerator(name=datasets.Split.TRAIN, gen_kwargs={"filepath": downloads["train"]})
|
104 |
-
]
|
105 |
-
|
106 |
-
def _generate_examples(self, filepath: str):
|
107 |
-
data = pandas.read_csv(filepath, header=None)
|
108 |
-
data.columns = _ORIGINAL_FEATURE_NAMES
|
109 |
-
|
110 |
-
data.drop("rads", axis="columns", inplace=True)
|
111 |
-
data = data[data.age != "?"]
|
112 |
-
data = data[data.lesion_shape != "?"]
|
113 |
-
data = data[data.margin != "?"]
|
114 |
-
data = data[data.density != "?"]
|
115 |
-
data = data.infer_objects()
|
116 |
-
for feature in _ENCODING_DICS:
|
117 |
-
print(feature)
|
118 |
-
print("?" in data[feature])
|
119 |
-
print(data[feature].unique())
|
120 |
-
encoding_function = partial(self.encode, feature)
|
121 |
-
data.loc[:, feature] = data[feature].apply(encoding_function)
|
122 |
-
|
123 |
-
for row_id, row in data.iterrows():
|
124 |
-
data_row = dict(row)
|
125 |
-
|
126 |
-
yield row_id, data_row
|
127 |
-
|
128 |
-
|
129 |
-
def encode(self, feature, value):
|
130 |
-
if feature in _ENCODING_DICS:
|
131 |
-
return _ENCODING_DICS[feature][value]
|
132 |
-
raise ValueError(f"Unknown feature: {feature}")
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
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|
|
|
mammography/mammography-train.parquet
ADDED
@@ -0,0 +1,3 @@
|
|
|
|
|
|
|
|
|
1 |
+
version https://git-lfs.github.com/spec/v1
|
2 |
+
oid sha256:7d4afed58fd4120ff611c70602a60beccf64cd9e497ee24bd7df134cea2dd6b4
|
3 |
+
size 4647
|