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Sebastian Griotberg
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503
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Apr
30
comment
How to concisely prove that if a is bigger than one, then $(a \mid (b \mod a+c \mod a)) \equiv a \mid b+c$.
I'll keep in mind, it is customary for me due to my computer scientist formation, Thank you very much
Apr
30
accepted
How to concisely prove that if a is bigger than one, then $(a \mid (b \mod a+c \mod a)) \equiv a \mid b+c$.
Apr
30
asked
How to concisely prove that if a is bigger than one, then $(a \mid (b \mod a+c \mod a)) \equiv a \mid b+c$.
Apr
30
awarded
Enthusiast
Apr
27
answered
How to prove this equation?
Apr
12
awarded
Tumbleweed
Apr
4
revised
A sequel for Elementary Analysis by Ross?
added 277 characters in body
Apr
4
comment
A sequel for Elementary Analysis by Ross?
I suggest you to change the tags for reference request
Apr
4
answered
A sequel for Elementary Analysis by Ross?
Apr
4
revised
A sequel for Elementary Analysis by Ross?
reference request
Apr
4
suggested
suggested edit
on
A sequel for Elementary Analysis by Ross?
Apr
4
accepted
Hard proof concerning the periodicity of trigonometrical functions. Is that a challenge or just trivial
Apr
4
accepted
Polynomials identity, factoring $x^{2^n}-1$
Apr
4
accepted
Applications of logic in sciences
Apr
4
revised
Is it possible to learn mathematics right from the source instead of reading textbooks. By studying the masters and not their pupils
added 173 characters in body
Apr
4
answered
$x_1[n]=0.9\delta[n-5]$ in Matlab (Checkm
Apr
4
comment
Is it possible to learn mathematics right from the source instead of reading textbooks. By studying the masters and not their pupils
Yeah, i mentioned modern edition of Cardano,..., etc, but the question is anyway for modern and contemporary math, i don't thing Atiyah notation would differ that much from the one we learned as graduates.
Apr
4
asked
Is it possible to learn mathematics right from the source instead of reading textbooks. By studying the masters and not their pupils
Apr
4
accepted
Important implications of Russell paradox?
Apr
3
accepted
Easiest and most complex proof of $\gcd (a,b) \times \operatorname{lcm} (a,b) =ab.$
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