# Leo Schmidt

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# 131 Questions

 13 $\pi$ from the unit circle, $\sqrt 2$ from the unit square but what about $e$? [duplicate] 11 Does $\lim \frac {a_n}{b_n}=1$ imply $\lim \frac {f(a_n)}{f(b_n)}=1$? 10 What is the quickest way to show that the integral equals zero? 10 Does $f'$ analytic imply $f$ analytic? 8 Computing the Gaussian integral with step functions

# 1,598 Reputation

 +15 Lebesgue covering dimension of $[0,1]$ +5 Proving and visualizing $\mathbf 1_{(x,x+a]}(y) = \mathbf 1_{[y-a,y)}(x)$ +10 Do we need the $f,g \geq 0$ condition for $\int f \ d\mu = \int g \ d\mu$? +5 How can we apply the forward Euler method to $x''=x^2$?

 2 Enjoyable book to learn Topology. 2 How should I handle the limit with the floor function? 0 Is the assumption $y \in C^2$ necessary for the Euler method to be of order $p=1$? 0 The proportion of $\omega$s in $A$ converges almost surely to $P(A)$ 0 Is $\forall x\,\exists y\, Q(x, y)$ the same as $\exists y\,\forall x\,Q(x, y)$?

# 105 Tags

 2 calculus × 32 0 real-analysis × 54 2 sequences-and-series × 14 0 probability-theory × 24 2 limits × 8 0 convergence × 20 2 general-topology × 5 0 measure-theory × 18 2 reference-request × 2 0 integration × 17

# 15 Accounts

 Mathematics 1,598 rep 1415 TeX - LaTeX 200 rep 4 German Language 171 rep 2 Mathematica 118 rep 4 Stack Overflow 101 rep 1