List questions from ordinary-differential-equations

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Differential functional equation

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Graphing Differential-Equation -- MIT Calculus

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Divergency of the asymptotic expansion of $\operatorname{Ei}(x)$

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Solving a first order inhomogeneous ODE: $x'-e^{at}=ax$

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Perturbation of ODE system

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Proof for differentiable functions

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What is the branch of mathematics called that deals with differential equations over finite fields?

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Is $U_{x} = - U_{yy}$ solvable?

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Solving system of ODEs using Fourier transforms

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Which is the partial solution of the ode 4th order

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Solve the given differential equation $(D^2+1)^{2}y= 24 x \cos x$

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local coordinate expression if an equation.

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Solution of the differential equation $\ddot{x}(t)+\sin(\omega t)x(t)=cos[\eta(t)]$

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Showing $(1-x^2)u''-xu'+9u=x^3$ is formally self-adjoint

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List Question

BVP where $u$ is finite as $x\rightarrow 0^+$

Differential functional equation

Graphing Differential-Equation -- MIT Calculus

Divergency of the asymptotic expansion of $\operatorname{Ei}(x)$

Solving a first order inhomogeneous ODE: $x'-e^{at}=ax$

Perturbation of ODE system

Proof for differentiable functions

What is the branch of mathematics called that deals with differential equations over finite fields?

Is $U_{x} = - U_{yy}$ solvable?

Solving system of ODEs using Fourier transforms

Which is the partial solution of the ode 4th order

Solve the given differential equation $(D^2+1)^{2}y= 24 x \cos x$

local coordinate expression if an equation.

Solution of the differential equation $\ddot{x}(t)+\sin(\omega t)x(t)=cos[\eta(t)]$

Showing $(1-x^2)u''-xu'+9u=x^3$ is formally self-adjoint

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