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Relation between graph Laplacians and covariance matrices

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#graph-theory #covariance #graph-laplacian
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$M$ a Hopf-module, is $M^*$ a Hopf comodule?

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#abstract-algebra #modules #hopf-algebras
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Apply the implicit function theorem of the ratio $c_{t+1}/c_t$ that itselfs depend on the level $c_t$

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#calculus #multivariable-calculus #implicit-differentiation #implicit-function-theorem
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almost sure convergence of positive random variables with bounded expectation implies uniform integrability?

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#uniform-integrability #strong-convergence
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Existence and regularity of solutions to parabolic equation on domain with disjoint boundary

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#partial-differential-equations #reference-request #sobolev-spaces #parabolic-pde
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Multi valued function and lower semi continuity

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#general-topology #continuity #nonlinear-analysis #multivalued-functions
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First Order linear PDE with complex variable coefficients.

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#ordinary-differential-equations #partial-differential-equations #linear-pde #hyperbolic-equations #complex-dynamics
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Closure of equivalence relations problem at the end

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#matrices #discrete-mathematics #algorithms
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problem with local Artin map in Hazewinkel article

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#number-theory #galois-extensions #local-field
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metabelian groups can be represented by matrices, do we know the exact representation?

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#group-theory #abelian-groups #group-presentation #finitely-generated #semidirect-product
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Question on mapping composition

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#linear-algebra #function-and-relation-composition
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Computing spectrum of compact self-adjoint operator

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#linear-algebra #numerical-linear-algebra #matrix-decomposition #compact-operators
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How to Solve ADMM Optimization Problem

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#convex-optimization
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Precise statement for "orbit of algebraic group is open in its Zariski closure" and source of proof

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#algebraic-geometry #lie-groups #algebraic-groups
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Weibel 5.4.4: How are the mapping cone and spectral sequences related

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#homological-algebra #spectral-sequences #filtrations

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