General
معلومات عن مقياس منهجية العلوم القانونية (تقنيات إعداد البحث العلمي 1)
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)
:المعارف المسبقة
ليتمكن الطالب من فهم محتوى هذا المقياس يجب أن يكون على دراية كافية بـ:
- ماهية المنهجية القانونية وأهميتها
- ماهية المنهج وأهميته في العلوم القانونية
- أهم المناهج التي تستخدم في الدراسات القانونية وخاصة المناهج الاكثر استخداما:
المنهج التجريبي.
المنهج التحليلي.
المنهج المقارن
المنهج الوصفي.
الأهداف:
- التعرف على منهجية البحث العلمي القانوني، أهم تقنياتها.
- فهم العلاقة الوطيدة بين المعرفة العلمية والبحث العلمي ومنهجيته.
- إدراك أهمية التفكير المنهجي في فهم الظواهر العلمية والبحث في إشكالاتها.
- اكتساب الطالب لمهارات البحث العلمي القانوني.
- توسيع فاق الفهم والتحليل، واكتساب الطالب مهارات التفكير العلمي والرؤية الموضوعية للظاهرة القانونية موضوع البحث
:تقديم المقياس
تعتبر منهجية البحث العلمي نظام معرفي عملي، يهدف منه الحصول على المعرفة بطريقة منظمة، متسلسلة، ومجردة، في شكل تفسيرات قابلة للاختبار، والتي يمكن للعلماء استخدامها للتنبؤ بنتائج التجارب المستقبلية، ويتيح لهم اكتساب فهم أفضل للموضوع قيد الدراسة، وهذا انطلاقا من أن البحث العلمي هو النظام الذي يستخدمه العلماء لاستكشاف المعلومات وتكوين الفرضيات واختبارها وتطوير نظريات جديدة وتأكيد النتائج السابقة أو رفضها بالرغم من اختلاف الأساليب المستخدمة في العلوم المختلفة، كما تعتبر عملية إعداد البحث العلمي الخطوة الثانية بعد البحث من خلال مجموعة من القواعد المنظمة لعملية البحث العلمي وكذا أدواته.
وعلى العموم تهدف منهجية البحث العلمي إلى الحصول على المعرفة بطريقة منظمة، متسلسلة، ومجردة، في شكل تفسيرات قابلة للاختبار، والتي يمكن للعلماء استخدامها للتنبؤ بنتائج التجارب المستقبلية، ويتيح ذلك للعلماء اكتساب فهم أفضل للموضوع قيد الدراسة، ثم استخدام هذا الفهم لاحقًا للتدخل في آلياته السببية (مثل علاج المرض)، وكلما كان التفسير أفضل في إجراء التنبؤات، كان من الممكن أن يكون أكثر فائدة بشكل متكرر، وزادت احتمالية استمراره في شرح مجموعة من الأدلة بشكل أفضل من بدائلها، وغالبًا ما تسمى التفسيرات الأكثر نجاحًا - تلك التي تشرح وتصدر تنبؤات دقيقة في مجموعة واسعة من الظروف - بالنظريات العلمية
كما أن معظم النتائج التجريبية لا تنتج تغييرات كبيرة في فهم الإنسان، وعادةً ما تنتج التحسينات في الفهم العلمي النظري عن عملية تطوير تدريجية بمرور الوقت، وأحيانًا عبر مجالات علمية مختلفة، كما تختلف النماذج العلمية في مدى اختبارها تجريبيًا ومدة اختبارها، وفي قبولها في المجتمع العلمي. بشكل عام، تصبح التفسيرات مقبولة بمرور الوقت حيث تتراكم الأدلة حول موضوع معين، ويثبت التفسير المعني أنه أقوى من بدائلها في شرح الأدلة، وغالبًا ما يقوم الباحثون اللاحقون بإعادة صياغة التفسيرات بمرور الوقت، أو التفسيرات المدمجة لإنتاج تفسيرات جديدة.