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Equivalence of different ways of geometrical multiplication
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Simple closed form for $\int_0^\infty\frac{1}{\sqrt{x^2+x}\sqrt[4]{8x^2+8x+1}}\;dx$
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Can $2025$ and $2026$ be written as sums of five fifth powers?
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Converge of power iteration method when top 2 eigenvalues are the same
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Proving continuity of a piecewise function.
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Singular Fiber types and discriminant
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Convergence of complex mercator series
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How to prove $\cos 36^{\circ} = (1+ \sqrt 5)/4$?
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Finding more solutions to seventh powers $(7,4,4)$ below a bound?
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How to visualize four dimensional tic-tac-toe?
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A Divisibility Property of Polynomial Values
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The Strategy of Battleship
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Understanding why $V^B$ is full
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Triangle ABC is valid if and only if what?
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What is the tangent space of $C^2(S^1,S^2)$?
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Proving $\pi^3 \gt 31$
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When is exactly the identity $f(z)\delta(z−a)=f(a)\delta(z−a)$ valid?
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Solving equations involving both matrix and three-index unknowns
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Proofs of AM-GM inequality
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On the little-known Dedekind convergence test
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Group of affine transformation in plane is unimodular
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Is the constant of the convolution with the Riesz potential attainable?
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Euler Number of Bundles on a Grassmannian
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Affordable proof for Kirszbraun's theorem
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How 3rd Quartile (Q3) is positioned at 0.675 SD in case of normally distributed data?
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Model to predict frequencies in a Normal (Gaussian) distribution - standard deviation
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Bounds or asymptotics for high raw moments of binomial distribution
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Is it true that $x_{n+1}=x_{n-1}+2\log x_n=\operatorname{li}^{-1}(n)+O(\log n)$?
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4 Pattern vs algebraic method for finding sum of digits (which one is better?)
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weak solution of the wave equation
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"Prime fingerprint game" and coupon collector's problem
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Regarding definition of maximal semisimple abelian subspace
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Convergence of certain integral over torus
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Does the theory of symmetric functions show up in statistics?
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Tensor derivatives in continuum mechanics
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Bijective holomorphic maps have non-singular jacobian
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Dual of the relative entropy cone
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Help me understand the meaning of two math symbols.
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How does the Monty Hall Problem look Generalized?
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Linear regression vector notation
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Understanding definition of an Itô diffusion
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Schwarz reflection on unit disk and Cayley transformation.
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Does $(V/S) \cong (T)$ always imply that $(V/S)^* \cong (T)^*$?
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How to prove terence tao proposition 9.3.9
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Nim Variant - Strong Induction Proof
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Is sum of a series correct terminology?
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Independence of stochastic processes
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Is A276175 integer-only?
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How to compute (co)limits of enriched categories?
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Remainder in Asymptotic Expansion of Erfc
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Prove/disprove upper bound and lower bound of the Integral
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Laplace expansion of Pfaffian
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Prove that $S_n$ is doubly transitive on $\{1,2,\ldots,n\}$ for all $n\geq 2$.
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The number of orbits of a (normal) subgroup
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Proof in Arithmetic Progression
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Classifying Space for What is the Infinite Unitary Group?
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Fixing the bounds of a definite integral
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Find the value of $E=\sum_{k=1}^4 \big(\cos\frac{k \pi}{9}\big)^4.$
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Is there NO solution to this linear system of 3 equations, $3$ unknowns?
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Can angle between two surfaces be acute only?
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What is $B_{2k}$ in the power series representation of $\tan(z)$?
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Are these the only two uniquely determining equational identities?
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What properties of a metric space force the uniqueness of open balls in it?
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When can a regular surface be written as the graph of some function.
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Book suggestion to prepare the grounds for studying functional analysis
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