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Vote summary for r~~‭

A daily summary of votes received for posts.

Jan 21, 2023: +1

+1
−0
Questions with a quote/screenshot and a request to explain
Answer Meta

Nov 29, 2022: +2

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Example of $f:[0,1]\to\mathbf{R}$ with $\lim_{a\to 0^+}\int_a^1f(x)dx=L $ for some real number $L$ but $\int_0^1|f(x)|dx=\infty $
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+1
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What is the probability that the convex hull of $n$ randomly distributed points has $l$ of the points on its boundary?
Answer Q&A

Nov 28, 2022: +2

+1
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Example of $f:[0,1]\to\mathbf{R}$ with $\lim_{a\to 0^+}\int_a^1f(x)dx=L $ for some real number $L$ but $\int_0^1|f(x)|dx=\infty $
Answer Q&A
+1
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Finding the limit $ \lim_{x\to 0^+}e^{1/x}\sum_{n=\lfloor 1/x\rfloor}^\infty\frac{x^n}{n} $
Answer Q&A

Nov 27, 2022: +1

+1
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Finding the limit $ \lim_{x\to 0^+}e^{1/x}\sum_{n=\lfloor 1/x\rfloor}^\infty\frac{x^n}{n} $
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Nov 22, 2022: +1

+1
−0
What is the probability that the convex hull of $n$ randomly distributed points has $l$ of the points on its boundary?
Answer Q&A

Nov 21, 2022: +1

+1
−0
What is the probability that the convex hull of $n$ randomly distributed points has $l$ of the points on its boundary?
Answer Q&A

Nov 6, 2022: -2

+0
−1
Is ‘How would you know to do the next step?’ always a bad question?
Answer Meta
+0
−1
Is ‘How would you know to do the next step?’ always a bad question?
Question Meta

Nov 5, 2022: +1

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Why can't we conclude the extrema property of a function from its quadratic approximation when the discriminant is zero?
Answer Q&A

Oct 25, 2022: +2

+2
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Do linear and group invariant functions allowed to go inside(?) integral operators?
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Oct 7, 2022: +2

+2
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Why can't we conclude the extrema property of a function from its quadratic approximation when the discriminant is zero?
Answer Q&A

Oct 6, 2022: +1

+1
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Why can't we conclude the extrema property of a function from its quadratic approximation when the discriminant is zero?
Answer Q&A

Sep 16, 2022: +1

+1
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organizing a library
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Sep 13, 2022: +1

+1
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organizing a library
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Sep 12, 2022: +1

+1
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If $\mathbf{R}$ is thought of as a vector space over $\mathbf{Q}$, what is its dimension?
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Sep 5, 2022: +1

+1
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If $\mathbf{R}$ is thought of as a vector space over $\mathbf{Q}$, what is its dimension?
Answer Q&A