List questions from reference-works

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Practice questions

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List of 2D definite integrals not reducible to products of 1D integrals

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How do I solve exercise 2.2.4 Blackburn/de Rijke/Venema’s “Modal Logic”

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Why did he write $f_\min=3/2$?

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How does log come into play?

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Understanding a proof that, if $|a-1|+|b-1|=|a|+|b|=|a+1|+|b+1|$, then the minimum value of $|a-b|$, over distinct reals $a$ and $b$, is $2$.

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Could someone explain this technique to solve $\int_{0}^{\infty}\frac{\log x}{x^2+1}dx=0$?

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Understanding reference from book.

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Intersection of tangent of parabola with directix and tangent at vertex

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Resources for learning computations using Adam Spectral Sequences.

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Diagonal union in ZFC: a picture

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How many ways can we seat 100 people around 20 different circular tables in such a way that there are five people per table?

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Number theory book by Borevich and Shafarevich

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Is there an index of mathematical objects by notation?

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List Question

Journal Volume or Number?

Practice questions

List of 2D definite integrals not reducible to products of 1D integrals

How do I solve exercise 2.2.4 Blackburn/de Rijke/Venema’s “Modal Logic”

Why did he write $f_\min=3/2$?

How does log come into play?

Understanding a proof that, if $|a-1|+|b-1|=|a|+|b|=|a+1|+|b+1|$, then the minimum value of $|a-b|$, over distinct reals $a$ and $b$, is $2$.

Could someone explain this technique to solve $\int_{0}^{\infty}\frac{\log x}{x^2+1}dx=0$?

Understanding reference from book.

Intersection of tangent of parabola with directix and tangent at vertex

Resources for learning computations using Adam Spectral Sequences.

Diagonal union in ZFC: a picture

How many ways can we seat 100 people around 20 different circular tables in such a way that there are five people per table?

Number theory book by Borevich and Shafarevich

Is there an index of mathematical objects by notation?

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