KUSH

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139 reputation

6

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visits	member for	6 months
	seen	Feb 6 at 3:51
stats	profile views	61

Student taking

Analysis (Lebesque measure, Lebesque integration)
Modern Algebra (Galois theory, etc)

I also teach

Calculus
Elementary number systems

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8 Questions

votes activity newest

3	Lebesgue Measure theory proof / question
2	Stuck on existence proofs involving measurability and simple functions
2	Questions on the Nature of Nonmeasurable Sets and Functions
1	Tough Analysis Question Involving Dense Subset of $R$ and Convergence of Measurable Functions
1	Which subgroups of $Gl_n(F)$ are normal? When is $Gl_n(F) \cong Sl_n(F) \times F^* I_n$?

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139 Reputation

+10	Help me understand the (continuous) uniform distribution
+5	Stuck on existence proofs involving measurability and simple functions
+10	$p$ an odd prime, $p \equiv 3 \pmod 8$. Show that $2^{(\frac{p-1}{2})}*(p-1)! \equiv 1 \pmod p$
+15	Complete matrix

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5 Answers

votes activity newest

3	Help me understand the (continuous) uniform distribution
1	$p$ an odd prime, $p \equiv 3 \pmod 8$. Show that $2^{(\frac{p-1}{2})}*(p-1)! \equiv 1 \pmod p$
1	Complete matrix
0	Interesting Algebra Problem … involves the subgroup of $GL_n(F)$ that stabilizes $e_1$ and semidirect products
0	Tough Analysis Question Involving Dense Subset of $R$ and Convergence of Measurable Functions

17 Tags

3 probability	1 differential-equations
3 statistics	1 eigenvalues
1 linear-algebra	1 eigenvectors
1 modular-arithmetic	1 elementary-number-theory
1 prime-numbers	0 real-analysis × 6

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2 Accounts

$Mathematics Stack Exchange$	Mathematics	139 rep	6
	Movies & TV	26 rep	1

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