just distribution of offices and rule in Aristotle

Message:
Article Type:
Research/Original Article (دارای رتبه معتبر)
Abstract:

Aristotle's main concern in this discussion is the issue of merit in rule and the division of its offices. For this purpose, he examines different political regimes and expresses the objections of those regimes in this regard. He says the distribution of political offices should be based on everyone's contribution to the preservation and provision of the elements of existence and the organization of rule. He also states that the standard of correct and errant regime is provide as much "common advantage " as possible. That is, regimes that seek the benefit of rulers are errant and unjust regimes, and regimes that seek the benefit of the people of society are correct and just. Then, with this standard, he describes the best political regime. He says that this is the regimes consist in serious human beings are ruling and being ruled with a view to the life in accord with virtue. But in the end he concludes that this regime is not feasible, so he proposes a mixed arrangement in which the best hold the ruling offices while the multitude share in deliberation and judging.

Language:
Persian
Published:
Qarbshenasi-ye Bonyadi, Volume:11 Issue: 1, 2020
Pages:
19 to 39
magiran.com/p2182921  
دانلود و مطالعه متن این مقاله با یکی از روشهای زیر امکان پذیر است:
اشتراک شخصی
با عضویت و پرداخت آنلاین حق اشتراک یک‌ساله به مبلغ 1,390,000ريال می‌توانید 70 عنوان مطلب دانلود کنید!
اشتراک سازمانی
به کتابخانه دانشگاه یا محل کار خود پیشنهاد کنید تا اشتراک سازمانی این پایگاه را برای دسترسی نامحدود همه کاربران به متن مطالب تهیه نمایند!
توجه!
  • حق عضویت دریافتی صرف حمایت از نشریات عضو و نگهداری، تکمیل و توسعه مگیران می‌شود.
  • پرداخت حق اشتراک و دانلود مقالات اجازه بازنشر آن در سایر رسانه‌های چاپی و دیجیتال را به کاربر نمی‌دهد.
In order to view content subscription is required

Personal subscription
Subscribe magiran.com for 70 € euros via PayPal and download 70 articles during a year.
Organization subscription
Please contact us to subscribe your university or library for unlimited access!