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Numerical methods for hyperbolic differential equations.

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Performance Regression for ENO Methods with `K >= 6`

Probably similar to https://github.com/JuliaLang/julia/issues/22255 and https://github.com/JuliaLang/julia/issues/22370, since the number of arguments increase with `K`.

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MHD

MHD, Powell MHD, etc.

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Riemann Solver for the Euler Equations with Vacuum

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Finite Volume Subcells

Can be used for shock capturing for `FluxDifference` mwthods.

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Reconstruction Methods for FV

ENO, WENO, etc.

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Other Types of Boundary Conditions: Wall etc.

Maybe a function should be provided by the user?

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Finite Volume Schemes with Boundary Conditions

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Unify Parallelisation Possibilities

Probably use `parallel::Val {:threads}()` etc.

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Expanded Burgers' Equation (Polynomial Chaos)

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Engquist-Osher Flux for Scalar Conservation Laws

![image](https://user-images.githubusercontent.com/12693098/32312448-2141509c-bf9e-11e7-8b4c-6fabceae666d.png)

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Numerical methods for hyperbolic differential equations.

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