مشاهدة النسخة كاملة : قابلية قسمة الأعداد


الاستاذ على الدين يحيى
11-09-2009, 01:05 PM
http://i83.servimg.com/u/f83/13/93/98/34/micr1711.gif (http://www.servimg.com/image_preview.php?i=2640&u=13939834)

http://i83.servimg.com/u/f83/13/93/98/34/micr1712.gif (http://www.servimg.com/image_preview.php?i=2641&u=13939834)

http://i83.servimg.com/u/f83/13/93/98/34/micr1713.gif (http://www.servimg.com/image_preview.php?i=2642&u=13939834)

http://i83.servimg.com/u/f83/13/93/98/34/micr1714.gif (http://www.servimg.com/image_preview.php?i=2643&u=13939834)

http://i83.servimg.com/u/f83/13/93/98/34/micr1715.gif (http://www.servimg.com/image_preview.php?i=2644&u=13939834)

bebo2011
03-31-2011, 08:49 PM
بسم الله ما شاء الله عليك يا أستاذ

... شكرا لــــــك

aras_gardi
04-17-2011, 06:33 PM
انت فعلا استاذنا بارك الله فيك يا حبيبنا ويا حبيب كل من يحب الرياضيات

الخبير
08-03-2013, 06:10 AM
جزاكم الله كل خير والسؤال:
للأعداد الزوجية قاعدة =2ن حيث ن عدد صحيح
وللأعداد الفردية قاعدة = 2ن +1
هل يوجد قاعدة للأعداد الأولية ؟
وجزاكم الله كل خير @

الخبير
08-03-2013, 06:11 AM
جزاكم الله كل خير والسؤال:
للأعداد الزوجية قاعدة =2ن حيث ن عدد صحيح
وللأعداد الفردية قاعدة = 2ن +1
هل يوجد قاعدة للأعداد الأولية ؟
وجزاكم الله كل خير @

محمود جاهين
08-06-2013, 09:35 AM
تحية للاستاذ علي الدين علي معلوماته الواسعة و مشاركته لنا اطلاعه علي علم نظرية الاعداد

بارك الله فيك يا استاذ علي

محمود جاهين
08-06-2013, 09:42 AM
جزاكم الله كل خير والسؤال:
للأعداد الزوجية قاعدة =2ن حيث ن عدد صحيح
وللأعداد الفردية قاعدة = 2ن +1
هل يوجد قاعدة للأعداد الأولية ؟
وجزاكم الله كل خير @

ايجاد قاعدة للاعداد الاولية هي من الالغاز الرياضية المعروفة علي مر التاريخ اللي حار فيها اعظم علماء الرياضيات بدأ من ارشميدس مرورا بجاوس حتي عصرنا هذا و لم نصل لحل لها حتي الان و ذلك لعشوائية هذة الاعداد و تدرس كمثال في علم المصفوفات العشوائية
و اكبر عدد اولي تم اكتشافه حتي الان هوا

2^(57885161) -1

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05-15-2022, 03:51 PM
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