I-Biomedical Informatics Theorem

Incazelo eqondwe ngokweqile ye-informatics biomedical (BMI) yayingekho isikhathi eside. Ukuletha ukugxila kule nsimu yesayensi, uCharles Friedman, Ph.D., uhlongoze i-theorem eyisisekelo ye-informatics biomedical. Ithi "umuntu osebenza ngokubambisana nomthombo wolwazi 'kungcono' kunokuba lowo muntu ofanayo angaqiniseki." I-theorem kaFriedman empeleni ayiyona into ehlelekile yemathematika (esekelwe ekudonsheni futhi yamukelwa njengeqiniso), kodwa kunalokho i-distillation okuyinhloko ye-BMI.

I-theorem itholakala ukuthi izifundiswa zezokwelapha zikhathazeka ngokuthi ulwazi lwazi lwazi (noma alukwazi) lusiza abantu. Lapho ekhuluma 'nomuntu' enkulumweni yakhe, uFriedman ukhombisa ukuthi lokhu kungaba ngumuntu ( isiguli , udokotela, isosayensi, umqondisi ), iqembu labantu noma ngisho nenhlangano.

Ngaphezu kwalokho, i-theorem ehlongozwayo ine-corollaries emithathu eyasiza ukuchaza i-informatics kangcono:

  1. I-Informatics iningi ngabantu mayelana nobuchwepheshe. Lokhu kusho ukuthi izinsiza kumele zakhiwe ngenzuzo yabantu.
  2. Imithombo yolwazi kufanele ifake okuthile umuntu angazi kakade. Lokhu kusikisela ukuthi insiza idinga ukuba kokubili ilungile futhi ifundise.
  3. Ukusebenzisana phakathi komuntu nomthombo kunquma ukuthi i-theorem iyabamba yini. Leli corollary liyaqaphela ukuthi lokho esikuziyo ngomuntu oyedwa noma umthombo wedwa akukwazi ukubikezela ngokuqondile umphumela.

Umnikelo kaFriedman uye waqaphela njengoba kuchaza i-BMI ngendlela elula futhi elula ukuyiqonda. Kodwa-ke, abanye abalobi baye batusa ama-viewpoints okunye kanye nezengezo ku-theorem yakhe. Ngokwesibonelo, uProfesa Stuart Hunter wasePrinceton University wagcizelela indima yendlela yesayensi lapho esebenzelana nedatha .

Iqembu labososayensi abavela eYunivesithi yaseTexas libuye likhuthaze ukuthi incazelo ye-BMI kufanele ihlanganise nomqondo wokuthi ulwazi oluse-informatics 'lwedatha kanye nencazelo'. Ezinye izikhungo zezemfundo zanikeza izincazelo ezicacile eziqaphela uhlobo oluthile lwezifundo ze-BMI futhi zigxile emininingwaneni, ulwazi, nolwazi kumongo we-biomedicine.

Okushiwo yi-Theorem eyinhloko kaFriedman

Kuwusizo ukucabangela izinkulumo ze-theorem ngokwemibandela yabantu noma izinhlangano ezingasebenzisa izinsiza zolwazi. Kungakhathaliseki ukuthi i-theorem iqinisile esimweni esinikeziwe ingahlolwa ngokuhlola ngokuhlola okungahleliwe okulawulwayo kanye nezinye izifundo.

Ngezansi kunezinye izibonelo zendlela u-Friedman's theorem ongasetshenziswa ngayo esimweni sokunakekelwa kwezempilo kwamanje kusukela kumbono wabasebenzisi abahlukile.

Abasebenzisi abagulayo

Abasebenzisa iMitholampilo

Abasebenzisi Bezempilo

I-Latest kwi-Informatics Biomedical

Ngezinye izikhathi izinkinga eziyinkimbinkimbi zezinhlelo ze-informatics ze-biomedical ezingaba nzima ukuzithatha. Le nsimu ihlanganisa ucwaningo olubanzi, kusukela ekuhloleni kwezinhlangano kuya ekuhlaziyweni kwedatha yamathebula (isib. Ucwaningo lomdlavuza). Kungasetshenziselwa ukuthuthukisa amamodeli okubikezela emitholampilo, asekelwa amarekhodi ezempilo e-electronic (EHR). Izazi ezimbili ezivela eNyuvesi yasePittsburgh, uGregory Cooper noShyam Visweswaran, okwamanje zisebenza ekwakheni amamodeli okubikezela emitholampilo kusuka kusetshenziswa i-intelligence yokufakelwa (AI), ukufundwa komshini (ML) kanye ne-Bayesian modeling. Umsebenzi wabo ungafaka isandla ekwakhiweni kwamamodeli ahambisana neziguli. Amamodeli manje abaluleke kakhulu emithi yesimanje.

> Imithombo:

> Bernstam E, Smith J, Johnson T. Kuyini i-informatics biomedical ?. J Biomed Yazisa . 2010; 43: 104-110.

> Friedman CP. I "Theorem enkulu" ye-Informatics Biomedical . J Am Med Yazise Assoc. 2009; 16: 169-170.

> Hunter J. Ukwandisa i- "Fryman's Fundamental Theorem ye-Informatics Biomedical" . J Am Med Yazise Assoc . 2010; 17 (1): 112.

> I-Visweswaran S, Cooper G. Amamodeli Wokumemezela Okumangalelwa Kwamanje Okufunda. J Mach Learn Res . 2010; 11: 3333-3369.