یکی از شاخص هایی که نشان دهنده وضعیت درآمدی در سطح جامعه می باشد، ضریب جینی است. این ضریب توسط متخصص آمار ایتالیایی به نام کورادو جینی توسعه یافت و در سال ۱۹۱۲ اعلام شد. ضریب جینی از جمله شاخص هایی است که می توان با استفاده از آن وضعیت توزیع درآمد در یک جامعه را سنجید.
نوسان ضریب جینی بین صفر و یک
هر چه عدد این شاخص به صفر نزدیک تر باشد به منزله برابر بودن درآمدها در جامعه است و هر چه به یک نزدیکتر باشد، نشان دهنده آن است که شکاف درآمدی در جامعه تشدید شده است. به عبارت بهتر، اگر همه افراد جامعه به اندازه هم درآمد داشته باشند، ضریب جینی معادل صفر و اگر تمام درآمدها تنها به یک نفر برسد، ضریب جینی یک است که این بدترین حالت ممکن خواهد بود.
شکاف درآمدی افزایش یافت!
جدیدترین اطلاعات منتشر شده در خصوص تغییرات ضریب جینی توسط مرکز آمار ایران منتشر شده است؛ بر این اساس همانگونه که در جدول زیر مشاهده می شود این ضریب برای کل کشور در سال ۱۳۹۹ با افزایش نسبت به سال ۱۳۹۸ به رقم ۴۰.۰۶ رسیده است. این در حالی است که در سال گذشته ضریب جینی مناطق شهری کشورمان به رقم ۳۸.۳۵ و مناطق روستایی نیز به رقم ۳۵.۹۰ افزایش یافته است. بنابراین از سال ۹۸ تا ۹۹، شکاف طبقاتی بیشتر شده است.
بررسی تغییرات ضریب جینی از سال ۸۸ تا پایان سال ۹۹ نشان می دهد در این مدت بیشترین شکاف درآمدی متعلق به سال ۱۳۸۸ با ۴.۱۱ بوده است. روند این تغییرات در نمودار زیر قابل مشاهده است:
![104.png](data:image/png;base64,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)
ایبنا