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
1389
12
1
gregorian
2011
3
1
15
2
online
1
fulltext
fa
روش برآوردیابی دنباله ای و لزوم استفاده
Sequential Methods and Their Applications
تخصصي
Special
پژوهشي
Research
<span style="font-family: arial,helvetica,sans-serif">در بسیاری از مسائل آماری نمی توان با یک اندازه نمونه ثابت به استنباط در مورد پارامتر مورد نظر پرداخت ، اما استفاده از تحلیل دنباله ای موتواند در زمینه راه گشا باشد. در دهئ اخیر روش های دنباله ای مورد توجه بسیار قرار گرفته اند و کاربرد آنها در زمینه های کشاورزی ، آزمایش های بالینی ، داده کاوی ، دارایی ، شبیه سازی کامپیوتری و مقایسه های چندگانه بیان شده است . طرح های دنباله ای روش های ارزشمندی را برای اجرای آزمایشات آماری و سهولت تحلیل داده های واقعی در کاربردهای آماری بیان می کنند. در این مقاله ابتدا مناسب نبودن روش با اندازه نمونه ثابت در حل مسائلی همچون تعیین فاصله اطمینان با طول ثابت و مخاطره کراندار شده بیان ، و در ادامه دنباله ای را برای حل چنین مسائلی در توزیع نرمال ، نمایی منفی ،و نمایی شرح م دهیم.</span><br>
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" style="width: 733px height: 215px font-weight: bold" >
برآورد دنباله ای،مخاطره کراندار،فاصله اطمینان،متغیر توقف
40
49
http://andisheyeamari.irstat.ir/browse.php?a_code=A-10-23-22&slc_lang=fa&sid=1
E
Mahmoudi
عیسی
محمودی
1003194753284600150
1003194753284600150
Yes
M
Torki
مرضیه
ترکی
1003194753284600151
1003194753284600151
No