Andishe-ye-amari
اندیشه آماری
Andishe
Basic Sciences
http://andisheyeamari.irstat.ir
1
admin
1026-8944
2717-4549
8
7
14
8888
13
fa
jalali
1387
6
1
gregorian
2008
9
1
13
1
online
1
fulltext
fa
نگاه بیزی به برآوردگرهای کلاسیک توزیع نمایی تعمیم یافته
تخصصي
Special
كاربردي
Applicable
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" style="width: 681px height: 131px" >
</div>
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http://andisheyeamari.irstat.ir/browse.php?a_code=A-10-23-53&slc_lang=fa&sid=1
اکبر
اصغرزاده
1003194753284600348
1003194753284600348
Yes
رزا
رضایی
1003194753284600349
1003194753284600349
No