תרשים:מודל פרדיגמטי לאסטרטגיה

מאגר הידע של דואלוג: מאגר הידע המקיף בעברית בתחומי האסטרטגיה והחשיבה המערכתית
גרסה מ־22:19, 1 ביוני 2023 מאת Office (שיחה | תרומות)
(הבדל) → הגרסה הקודמת | הגרסה האחרונה (הבדל) | הגרסה הבאה ← (הבדל)
קפיצה לניווט קפיצה לחיפוש

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 פרדיגמה מבוססתפרדיגמה בקריסהפרדיגמה צומחתצמיחת פרדיגמה חילופיתפרה-פרדיגמההבעיה לא ברורההבעיות רבות מהפתרונותשינוי התפיסה של מהות הבעיהאין מדדים מוסכמיםהמדדים משקריםיצירת מדדים חלופייםיצירת שפה חלופיתהפתרונות ראשוניים אין שפה משותפתהשפה הקיימת לא רלוונטיתגיבוש תפיסה ביקורתית על הפרדיגמה המסורתיתזיהוי הפערים של הפרדיגמה הקודמתהבעיה מוסכמתהסכמה על הבעיותיש פתרונות שעובדים בקטןמתחילים לבסס מדדיםהכל דופק כמו שצריך בסקייליש מדדים מוסכמיםיש פתרונות מוכחים שעובדים

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