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The punishing factors for convex pairs are 2n-1
Avkhadiev F., Wirths K.
and ∏ linearly accessible, f, z, n as above, we prove |f(n)(z)|/(n+1)! ≤ 2 n-2(λΩ(z))n/λ∏(f(z)). The constant 2n
The punishing factors for convex pairs are 2n-1
Avkhadiev F., Wirths K.
and ∏ linearly accessible, f, z, n as above, we prove |f(n)(z)|/(n+1)! ≤ 2 n-2(λΩ(z))n/λ∏(f(z)). The constant 2n
Investigation into the critical domain problem for the reaction-telegraph equation using advanced numerical algorithms
Cirilo E., Petrovskii S., Romeiro N., Natti P.
and alien species introduction (biolog-ical invasions), here we consider the RTE on a bounded domain
Piecewise-linear Lyapunov functions and localization of spectra of stable matrices
Bobyleva O.N., Pyatnitskii E.S.
of an asymptotically stable linear stationary system and the characteristics of the domain containing the spectrum
On critical exponents for weak solutions of the Cauchy problem for a non-linear equation of composite type
Korpusov M.O., Matveeva A.K.
We consider the Cauchy problem for a model partial differential equation of third order with non-linearity
Calculation of SHG in periodically poled crystals by specifying a spatially periodic dependence of the quadratic nonlinearity in a single-domain crystal
Dmitriev V.G., Singh R.
A method is developed for calculating SHG in linearly homogeneous periodically poled nonlinear
Equation—Domain Duality in the Dirichlet Problem for General Differential Equations in the Space L 2
Burskii V.P.
A development of an author’s observation that led to the creation of the equation—domain duality
Asynchronous substructuring method with alternating local and global iterations
Gbikpi-Benissan G., Magoulès F.
Until now, almost all investigations of asynchronous iterations within domain decomposition
Comparison of some selected time-domain fatigue failure criteria dedicated for multi input random non-proportional loading conditions in industrial components
Reza Kashyzadeh K., Ghorbani S.
This paper presents time-domain procedure to evaluate High-Cycle Fatigue (HCF) life of industrial
Invariant convex bodies for strongly elliptic systems
Kresin G., Maz′ya V.
. First, sufficient conditions for the invariance of convex bodies are obtained for linear systems without

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