Kees van Deemter<\/em>) lekciju\u00a0 \u201eNe glu\u017ei: nenoteikt\u012bba k\u0101 iedzimtais gr\u0113ks\u201d.<\/p>\nNe viss ir melns vai balts. Ikdienas dz\u012bve ir nenoteikt\u012bbas un neskaidr\u012bbas p\u0101rpilna. Visuzskat\u0101m\u0101k nenoteikt\u012bba izpau\u017eas valod\u0101 \u2013 piem\u0113ram, sakot, ka k\u0101ds cilv\u0113ks ir gar\u0161, m\u0113s \u0161\u0137ietami sak\u0101m, ka ir noteikts garums virs kura cilv\u0113ku var uzskat\u012bt par garu. To pa\u0161u var attiecin\u0101t ne tikai uz t\u0101diem diendien\u0101 bie\u017ei izmantotiem j\u0113dzieniem k\u0101 \u201eblonds\u201d, \u201eresns\u201d, \u201e\u0101trs\u201d, bet ar\u012b uz t\u0101diem \u0161\u0137ietami viennoz\u012bm\u012bgiem j\u0113dzieniem k\u0101 \u201ebalts\u201d un \u201emelns\u201d. Lekcij\u0101 van D\u0113mters sal\u012bdzin\u0101s nenoteikt\u012bbu ar iedzimto gr\u0113ku \u2013 t\u0101 ir k\u0101 traips, kuru var mazin\u0101t, bet no kura nekad nevar atbr\u012bvoties piln\u012bb\u0101 \u2013 un cent\u012bsies par\u0101d\u012bt, ka varb\u016bt\u012bbas teorijas pied\u0101v\u0101tie risin\u0101jumi ir daudzsolo\u0161i, ta\u010du \u0161\u0101dai paradigmu mai\u0146ai ir sava cena: ja nenoteikt\u012bbu uztver nopietni, tad dz\u012bve k\u013c\u016bst sare\u017e\u0123\u012bta \u2013 tad m\u0113s tiekam izdz\u012bti no skaidr\u012bbas parad\u012bzes, kur\u0101 katrs apgalvojums ir vai nu patiess, vai aplams.<\/p>\n
Pla\u0161\u0101k nenoteikt\u012bbas problem\u0101tiku K\u0113ss van D\u0113mters ir apl\u016bkojis gr\u0101mat\u0101 \u201eNe glu\u017ei: nenoteikt\u012bbas slavin\u0101jums\u201d (Not Exactly: In Praise of Vagueness<\/em>), kuru janv\u0101r\u012b izdod Oxford University Press<\/em>. Gr\u0101mat\u0101 van D\u0113mters, izmantojot piem\u0113rus no ikdienas dz\u012bves k\u0101 ar\u012b apl\u016bkojot lo\u0123iku, sp\u0113\u013cu teoriju, datorzin\u0101tnes un filozofiju, run\u0101 par\u00a0 izaicin\u0101jumu, ko nenoteikt\u012bba \u2013 visnota\u013c cilv\u0113cisks dom\u0101\u0161anas un izteiksmes veids \u2013 met da\u017e\u0101d\u0101m zin\u0101tnes jom\u0101m.<\/p>\nLekcija vienl\u012bdz saisto\u0161a k\u0101 tiem klaus\u012bt\u0101jiem, kuri ar nenoteikt\u012bbas jaut\u0101jumu sastopas pirmoreiz, t\u0101 ar\u012b \u0161\u012b jaut\u0101juma speci\u0101listiem.","protected":false},"excerpt":{"rendered":"
Ceturtdien, 28. janv\u0101r\u012b 19:00 Kim? un LU Kognit\u012bvo zin\u0101t\u0146u un semantikas centrs aicin\u0101ja ikvienu interesentu uz Aberd\u012bnas Universit\u0101tes King\u2019s College Datorzin\u0101t\u0146u fakult\u0101tes p\u0113tnieka, pasaulslavena datorlingvista un semanti\u0137a, K\u0113sa van D\u0113mtera (Kees van Deemter) lekciju\u00a0 \u201eNe glu\u017ei: nenoteikt\u012bba k\u0101 iedzimtais gr\u0113ks\u201d. Ne viss ir melns vai balts. Ikdienas dz\u012bve ir nenoteikt\u012bbas un neskaidr\u012bbas p\u0101rpilna. Visuzskat\u0101m\u0101k nenoteikt\u012bba […]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"footnotes":""},"categories":[35,5,25],"tags":[],"class_list":["post-3735","post","type-post","status-publish","format-standard","hentry","category-2010-past-events","category-kim-events","category-past-events"],"acf":[],"yoast_head":"\n
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