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Is this equivalence between two ways of expressing the coordinates of a rotated point useful?

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#trigonometry #soft-question #linear-transformations #rotations
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Prove that the set of points where a function of two independent variables has a constant value make a curve?

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#calculus #functional-analysis
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Understanding the notations used to denote vector

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#matrices #vectors
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Optimization Trust Region Method and find

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#optimization #maxima-minima
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Mappings, Serge Lange Basic mathematics. (f.g)^3 = I

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#functions #proof-explanation #closed-map
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Hyperbolic model on $US=\big \lbrace (r,u): r,u \in (0,1) \big \rbrace.$

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#solution-verification #analytic-geometry #coordinate-systems #hyperbolic-geometry
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How fast does the proportion guaranteed by dirichlet converge?

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#asymptotics #arithmetic-progressions #arithmetic-functions #dirichlet-series #rate-of-convergence
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Best voting system where there are few voters and seferal candidates?

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#voting-theory
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Stop criterion for an iterative solver for laplace equation

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#convergence-divergence #numerical-calculus #laplace-expansion
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Modeling Regional Quality Based on SUM of GCL / SUM of TAP - Comparing Two Approaches

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#machine-learning #estimation #linear-regression #data-analysis
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Suzuki Coxeter groups proof queries

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#group-theory #coxeter-groups
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How to $k$ such that $(\Gamma(n))^{-a/n} \ge k$?

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#real-analysis #calculus #gamma-function
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Generalized method of moments: necessary condition for identification

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#statistics #systems-of-equations #statistical-inference #matrix-rank #nonlinear-system
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confused in the choice of norms

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#normed-spaces
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How to calculate sample standard deviation of the intercepts that are obtained from all possible combinations (having $n \ge 3$ points)?

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#regression #least-squares #standard-deviation #linear-regression #regression-analysis

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