Hyperbolic Octonionic Proca-Maxwell Equations Nuray Candemir, Murat Tanıs¸lı, Kudret ¨Ozdas¸, and S¨uleyman Demir

When G is single-valued, we obtain a global Center Manifold Theorem, stating the existence and uniqueness of an invariant manifold for systems of differential equations

KEY WORDS: Time-dependent Maxwell equations; inverse scattering; optimal control; nonlinear optimization; model reduction; proper orthogonal

ric m-dimensional submanifolds in E n gained by professor Ülo Lumiste (will be published in Proc.. .Teng has been constructed) and others. Moreover, professor Ülo

For the case of the unit ball, upper half-space and strip domains being bounded in the x 0 -direction the existence has been shown by presenting an explicit kernel function that

Reissig: Weakly Hyperbolic Equations — A Modern Field in the Theory of Hyperbolic Equations, Partial Differential and Integral Equations.. International Society for

There are many publications referring to these al- gebraical structures directly in their title: The Pauli equation in scale relativity [7], On the reduction of the

The GH distribution includes many interesting distributions as special and limiting cases in- cluding the normal inverse Gaussian (NIG) distribution, the hyperbolic distribution,

Indeed, and for example, Hu and Wang [14] showed that, for the one-dimensional isentropic compressible Navier-Stokes system, classical solutions exist globally for arbitrary