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Hi ! Do you know what is the link between a hyperbolic partial differential equation and the hyperbolic system of conservation laws (I do not see any...

the hyperbolic functions. Add images of conformal maps, such as w = z2. Discuss related "hyperbolic" things, such as "hyperbolic partial differential equation"...

Hi, I am not very familiar with partial differential equations, but I do recognise some stuff from conics. I don't understand how you get to the formule...

higher-order hyperbolic equation, but I really can't see how it can work if different power derivatives in same variable (e.g., ∂ x {\displaystyle \partial _{x}}...

the above mentioned line into: The equation is homogeneous - in the usual sense of partial differential equation - which means roughly that there is...

geometry -- Liouville field theory -- Liouville's equation -- List of nonlinear partial differential equations -- Localization formula for equivariant cohomology...

contemporary language Ivan Petrovsky on Petrovsky lacunas of hyperbolic partial differential equations, prompted by Lars Gårding." The portion of this sentence...

reflect off the bathtub walls. The shallow water equations are a set of hyperbolic partial differential equations that describe the flow below a pressure surface...

rather than obtaining more precise data by elaborately solving hyperbolic differential equations. And many other examples can be found by searching Rankine-Hugoniot...

equation is neither a hyperbolic, nor a parabolic, nor an elliptic equation. It is a first-order partial differential equation. Parabolic/hyperbolic/elliptic...

Heat equation is also an Eliptic pde (the page elliptic partial differential equation redirects here), when it is in fact a Parabolic equation. Not knowing...

does not, but think it should, follow the style of parabolic and hyperbolic equations. 41.58.15.94 (talk) 21:55, 30 December 2012 (UTC) I believe it should...

adjective "hyperbolic". Some detail is required to divide he ideas: in the hyperbolic plane the sides are geodesics, a subtle concept from differential geometry...

analytic solutions due to the nonlinearity of the Navier-Stokes equations (which are also hyperbolic) when expressed in (useful) Eulerian form. In general very...

It is more of the kind of an initial condition. The part on partial differential equations was plain wrong and I will apply a minimal fix. I am not sure...

A equation linking theta and u is needed. — Preceding unsigned comment added by 86.176.146.34 (talk) 16:41, 3 January 2015 (UTC) @Sraianu: Partial fraction...

it, galerkin method is not specific to differential formulations but in general applied to operation equation. for example Lu=f, then you expand u in...

{x}}^{i}}^{2}}}} . This is conceptually important when transitioning from a differential equation interpretation to an operator field interpretation, for example...

I removed the reference to hyperbolic functions parametrizing hyperbolas. The most obvious way that is done is only valid in special cases. It can be done...

which method is chosen when should go here. Integral equation solvers versus differential equation solvers. When and why to use high-frequency approximations...