List questions from soft-question

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Is the Cesàro sum of the Fourier series of $f$ a best approximation of $f$ in any sense?

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Why, generally, theorems are defined for $y$-coords and not for $x$-coords?

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Can we represent an improper integral as $\int_{-\infty}^{\infty} f(x)\,dx = \lim_{a \to \infty} \int_{-a}^a f(x)\,dx$?

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Defining sine in terms of the differential equation $y''=-y$.

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How Can I Keep Advancing in Linear Algebra?

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76

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List Question

Struggling while learning commutative algebra

Computer algebra systems in logic and set theory

"Modern analysis" books in languages other than English or Russian

Theory of the von Neumann hierarchy

Is the Cesàro sum of the Fourier series of $f$ a best approximation of $f$ in any sense?

Is there any known categorification of the completion of the rational numbers to the real numbers?

Why, generally, theorems are defined for $y$-coords and not for $x$-coords?

Where can I get an introduction to the Colored HOMFLY Polynomial?

Books used for self-learning in Trigonometry

Can we represent an improper integral as $\int_{-\infty}^{\infty} f(x)\,dx = \lim_{a \to \infty} \int_{-a}^a f(x)\,dx$?

Defining sine in terms of the differential equation $y''=-y$.

How Can I Keep Advancing in Linear Algebra?

Where to do PhD-level work on topos theory and "categorical mathematics" in 2020/2021?

Examples of simple but highly unintuitive results?

How do you approach doing research on an unsolved mathematics problem?

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