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Understanding the notations used to denote vector

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#matrices #vectors
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What are valid conditions to define when normalizing inequalities?

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#inequality
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Computing the p-rank of Divisor class group for function field

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#algorithms #divisors-algebraic-geometry #function-fields #positive-characteristic #analysis-of-algorithms
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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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What is the intuition behind calculating the error of sum of squares and square of a shifted sum using moving averages?

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#geometry #average
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Special orthogonal matrices, Geodesic and Manifold

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#manifolds #matrix-decomposition #svd #geodesic #orthogonal-matrices
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How to calculate the Zariski closure of $Z(A)B$?

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#linear-algebra #algebraic-geometry #zariski-topology
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Why does this (markov chain related) system have a unique solution

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#linear-algebra #markov-chains
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Discrete Fast Radon Transform Transpose for Optimization Algorithm

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#discrete-optimization #quadratic-programming #radon-transform
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periodic boundary system for infinite quantum periodic system

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#partial-differential-equations #quantum-mechanics
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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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Generalization of complete Bell polynomial $B_n(x_1,...,x_n)\mapsto B_{\nu}(f(\nu))$

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#calculus #integration #polynomials #intuition #polygamma
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Algebraic meaning of the roots of a polynomial in the context of linear algebra, specifically linear transformation

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#linear-transformations #vector-space-isomorphism
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The difference between the Bayesian estimator and MLE multiplied by $\sqrt{n}$ converges to zero.

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#probability-theory #bayesian #probability-limit-theorems #maximum-likelihood
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Is line integral defined even if the curl of that vector field is not defined at certain point?

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#differential-geometry #vector-fields

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