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What's the probabiliy of detecting a condition in a patient in regular, monthly follow up

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#algebra-precalculus
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If Y and X are ind. binomial RV with parameters (n, p) and (a, b) respectively, then (Y/n) - (X/a) is approximately distributed. Find V(Y/n - X/a).

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#probability-theory
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Where do we find theory and applications of Products of Sums?

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#nonlinear-system
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Differential Equations of Transformed System

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#real-analysis #ordinary-differential-equations
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Given a multivariate function, how to derive the equations for its contour plot or the level sets?

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#functions #differential-geometry
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Derivation of Q in EM algorith

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#statistics #computer-science #computational-mathematics #expectation-maximization
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If X has Poisson (lambda) distribution then what would be the coverage probability of its confidence interval?

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#statistical-inference #poisson-distribution
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Finding the scalar potential for a vector field that has an arbitrary function that determines its magnitude.

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#multivariable-calculus #vectors #vector-fields #scalar-fields
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Does a distribution uniquely determine a (the) submodule of vector fields which generates it?

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#modules #smooth-manifolds #vector-bundles #vector-fields
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How to find all interior local min for minimization under inequality constraint? Does checking the psd of hessian of objective function suffice?

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#optimization #constraints
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Do Adjacency and Laplacian cospectral graphs always have the same degree sequence?

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#graph-theory #eigenvalues-eigenvectors #graph-laplacian #adjacency-matrix
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About C0 semigroup

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#functional-analysis #partial-differential-equations
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Almost sure convergence do not imply convergence in mean

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#probability #convergence-divergence #examples-counterexamples
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prove existence, uniqueness and non-negativity of the system of ODE

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#ordinary-differential-equations #continuity #mathematical-modeling #lipschitz-functions
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Sup-norm of Lagrange's interpolating polynomials

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#real-analysis #calculus #analysis #derivatives #normed-spaces

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