سيتم التركيز في محاسبة العمومية على الاطار المفاهيمي لها وكذا الاشارة الى النظام المحاسبي العمومي ولقد جاءت هذا المطبوعة لتعريف الطالب على المحاسبة في المؤسسات والهيئات العمومية وهذا ليستطيع الطالب الالمام بمختلف الجوانب التقنية والتطبيقية المستخدمة، ومعرفة إجراءات وخطوات تنفيذ العمليات المالية من تحصيل للايرادات ودفع للنفقات وكذا التعريف بالأدوار والمهام والمسؤوليات لمختلف الأعوان المكلفين بالتنفيذ للعمليات المالية.
- Enseignant: Naima Zarour
يعتبر مقياس التسيير المالي 2 من أهم المقاييس لطلبة العلوم المالية
والمحاسبية، تخصص مالية المؤسسـة، نظرا لما له من أهمية بالغة في الحيـاة العملية
للطالب(ة) بعد تخرجه(ـا)، حيث يسمـح له(ـا) باكتسـاب الأدوات
النظرية والتطبيقية للتحكم في القرارات والسياسـات المالية طويلة الأجل في
المؤسسة، سواء تعلقت بأنشطة الاستثمـار أو التمويل
![التسيير المالي= تعظيم 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)
- Enseignant: Salah Djilah