blues66

 3 Show $C([-1;1])$ (inner product space) is the direct sum of $S_+$ and $S_-$ and the orthogonal complement of $S_+$ is $S_-$. 3 Which is greater, $\cos(\cos(1))$ or $\cos(\cos(\cos(1)))$? 2 If $r > 1$ show that $r^n$ goes to $+ \infty$ as $n$ goes to $\infty$ . 2 Verify an equivalence relation. 1 Proving or disproving uniform continuity of various real functions

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 13 Cramér's Model - “The Prime Numbers and Their Distribution” - Part 1 5 Cramér's Model - “The Prime Numbers and Their Distribution” - Part 4 2 Cramér's Model - “The Prime Numbers and Their Distribution” - Part 2 1 Cramér's Model - “The Prime Numbers and Their Distribution” - Part 3

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 4 trigonometry × 2 1 uniform-continuity 3 linear-algebra 1 algebra-precalculus 2 sequences-and-series × 3 1 continuity 2 equivalence-relations 0 number-theory × 4 1 real-analysis × 2 0 prime-numbers × 4

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