أينشتاين مصر (15) || شرح ال Discrete Math - Number Theory
Discrete Structure(Math) شرح أينشتاين مصر لنظرية الاعداد "Number Theory" في الهياكل المتقطعة ---------------------------------------------------------------- 00:00 - مقدمة قناة أينشتاين مصر 00:26 - بداية الفيديو 02:30 - Division 10:43 - Divisibility Theorems 21:42 - Primes 48:38 - The Division Algorithm 01:08:13 - The Greatest Common Divisors 01:22:39 - Relatively Prime Integers 01:34:53 - Least Common Multiples 01:44:32 - GCD and LCM 01:47:29 - Modular Arithmetic 02:00:29 - Congruences 02:25:00 - The Euclidean Algorithm 02:35:00 - The End of Video ------------------------------------------- بطريقة سهلة جدا وهذا هو الفيديو الخامس عشر من سلسة شرح الهياكل المتقعة علي القناة ------------------------------------------------------------- لمتابعة سلسة شرح الهياكل المتقطعة Discrete Math كاملة من رابط قائمة التشغيل : • أينشتاين مصر || Discrete Mathematics(CS201... ---------------------------------------------------------------- Number theory (or arithmetic or higher arithmetic in older usage) is a branch of pure mathematics devoted primarily to the study of the integers and integer-valued functions. German mathematician Carl Friedrich Gauss (1777–1855) said, "Mathematics is the queen of the sciences—and number theory is the queen of mathematics."[1][note 1] Number theorists study prime numbers as well as the properties of mathematical objects made out of integers (for example, rational numbers) or defined as generalizations of the integers (for example, algebraic integers). Integers can be considered either in themselves or as solutions to equations (Diophantine geometry). Questions in number theory are often best understood through the study of analytical objects (for example, the Riemann zeta function) that encode properties of the integers, primes or other number-theoretic objects in some fashion (analytic number theory). One may also study real numbers in relation to rational numbers, for example, as approximated by the latter (Diophantine approximation). ----------------------------------------------------------------------------------------------------- #Discrete_Math #Number_Theory #Numbers -------------------------------------------------------------------------------------------------------------------- ╔═.♥. ════════════════════════════════════╗ SUBSCRIBE | LIKE | COMMENT | SHARE | ► Subscribe إشترك ✔ / @einshtenmisr لاتنسوا الاشتـــــــراك في القنــــاة ✔ ولايـك للفيديو ✔ مشاهدة طيبة أعزائي الكرام ╚══════.♥. ═════════════════════════ #أينشتاين_مصر #Einshten_Mahmoud_Alyosify / mahmoudalyosify / mahmoudalyosify G-email:[email protected] Yahoo :[email protected]

أينشتاين مصر|| شرح Logical Implication (التضمين المنطقي) أو Implies

31–Discrete Math | Ch4-1 | Integers & Division | رياضيات متقطعة | الأعداد الصحيحة والقسمة

أينشتاين مصر (13) || شرح ال Discrete Math - Algorithms

36–Discrete Math | Ch5-1 | Mathematical Induction P1 | رياضيات متقطعة | الاستقراء الرياضي ج1

Terry Tao, Ph.D. Small and Large Gaps Between the Primes

Every Famous Number, Explained: From Pi to the Unknowable
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Imaginary Numbers Are Real [Part 1: Introduction]

أينشتاين مصر (4) || شرح ال Discrete Math - Relations part (1)

Number Theory and Cryptography Complete Course | Discrete Mathematics for Computer Science

المُخبر الاقتصادي+ | هل خدعت الفيفا أمريكا بأسوأ صفقة في تاريخ كأس العالم؟

The dark side of the goodness system...

كيف حققت الصين معجزة مبهرة في أخطر مجال طاقة في العالم؟ كيف تغير مستقبلنا؟

أينشتاين مصر (12) || شرح ال Discrete Math - Recursion

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13-Discrete Math | Ch2-4 | Functions Part 1 | Discrete Math | Functions Part 1

Born Out of Tragedy | #ABtalks with Kadim Al Sahir | Chapter 254

2017 Raytheon MATHCOUNTS National Competition

