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How can I numerically implement $\delta(f(x,y))$

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#numerical-methods #dirac-delta
183
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Laplacian in space with non uniform step

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#numerical-methods #laplacian #finite-differences
67
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Characteristical polynomial of a multi-step process

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#ordinary-differential-equations #numerical-methods #characteristic-functions
85
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Criterion of Dahlquist and consistency of a process

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#ordinary-differential-equations #numerical-methods
39
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Convergence of a multi-step process

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#ordinary-differential-equations #numerical-methods
121
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The role of finite precision arithmetic in the precision of numerical methods

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#optimization #numerical-methods
115
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Solving a PDE by wavelets

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#partial-differential-equations #numerical-methods #wavelets
158
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Steps to derive a weak formulation (streamline diffusion)

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#multivariable-calculus #partial-differential-equations #numerical-methods
201
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How many Chebyshev nodes are necessary to approximate the function $\sin(xπ)$

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#trigonometry #numerical-methods
62
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Exploring mathematical relationship bewteen time-series of three variables and their ratios

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#functions #numerical-methods #physics #graphing-functions
67
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What is the average value of $x + \sqrt{2}\, y$ over all integer points in the ellipse $x^2 + 2y^2 < N$?

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#number-theory #continuity #numerical-methods #weak-derivatives
46
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Why bounded solution and convergence imply a stability for nonlinear finite difference scheme

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#numerical-methods #finite-differences
55
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Constructing an implicit 2-step process of order 4

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#ordinary-differential-equations #numerical-methods #stability-in-odes
84
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Critical Points of Vector Function

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#linear-algebra #numerical-methods #matrix-equations #numerical-linear-algebra
62
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Basis for CPL$\left\{0,1,2,3 \right\}$

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#linear-algebra #numerical-methods #approximation

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