[PDF] Top 20 Plan de negocios para la creación de una empresa de asesoramiento en estudios y trabajo en el exterior
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The local strong and weak solutions to a generalized Novikov equation
... soliton solutions with multiple peaks for ...modified Novikov equation with a peak ...the Novikov equation associated with the initial value is locally well-posed in Sobolev space H s ... See full document
9
The investigation of local weak solutions for a generalized Novikov equation
... uniqueness of analytic solutions for Eq. () are obtained in []. It is worthy to mention that if the Sobolev index s ≥ and sign conditions hold, the orbit invariants are applied to show the existence of ... See full document
18
A few remarks on the generalized Novikov equation
... the local well-posedness of the problem in Sobolev spaces and the existence and uniqueness of solutions for all time using orbit ...analytic solutions for ...Camassa-Holm equation, the ... See full document
10
Local existence of strong solutions to the k-ε model equations for turbulent flows
... renormalized solutions, which were intro- duced by DiPerna and Lions ...of weak solutions provided γ > . The existence of strong solutions is another problem provoking our interest ... See full document
12
The stability of local strong solutions for a shallow water equation
... Various dynamic properties for Eq. () have been acquired by many scholars. Escher et al. [] and Yin [] studied the global weak solutions and blow-up structures for Eq. (), while the blow-up structure ... See full document
13
Local Regularity and Local Boundedness Results for Very Weak Solutions of Obstacle Problems
... with local regularity and local boundedness for very weak solutions of obstacle ...problems. Local regularity and local boundedness properties are important among the regularity ... See full document
194
Global weak solutions for a generalized Dullin-Gottwald-Holm equation in the space H1(R)
... water equation (the Dullin, Gottwald and Holm equation) and obtained sufficient con- ditions required on the initial data to guarantee a finite time singularity formation for the corresponding ...the ... See full document
36
AcidsandBasescomplete.docx
... Buffer solutions contain a weak acid and its salt or a weak base and its ...these solutions do not change much when a little bit of acid or base is ...of weak acids and bases present in ... See full document
9
Localized patterns in periodically forced systems
... We first seek oscillon solutions of (1.2) by choosing parameter values where (1.2) can be reduced to the FCGL equation (1.1). In particular, the preferred wavenumber will be zero, and we will take F to be ... See full document
23
Existence of nontrivial weak solutions for a quasilinear Choquard equation
... the equation. To be precise, we prove the existence of weak solutions for the quasilinear Choquard equation (P) under the Cerami condition, as a weak version of the Palais–Smale ... See full document
109
Exact Solutions of the Generalized Kuramoto-Sivashinsky Equation
... A Lie point symmetry of a differential equation is an invertible trans- formation of the dependent and independent variables that leaves the equation unchanged. Finding all the symmetries of a differential ... See full document
15
Infinitely many weak solutions for a fractional Schrödinger equation
... Schrödinger equation (– ) α u + V(x)u = f (x,u), x ∈ R N , where 0 < α < 1, N > 2 α , (– ) α stands for the fractional Laplacian of order α , V is a positive continuous potential, and f is a continuous ... See full document
103
Efficiency and Generalized Convex Duality for Nondifferentiable Multiobjective Programs
... introduce generalized convex duality for nondifferentiable multi- objective program for efficient ...establish weak and strong duality under ρ-convexity ... See full document
89
The entropy weak solution to a generalized Degasperis Procesi equation
... From Lemmas . and ., we derive that the function u presented in Lemma . is a weak solution of problem () in the sense of Definition .. We have to verify that u satisfies the entropy inequalities in ... See full document
10
Approximate solutions of the generalized Gołąb Schinzel equation
... , On a functional inequality related to the stability problem for the Goła̧b-Schinzel equation, Publicationes Mathematicae Debrecen 67 2005, no.. Tabor, On the stability of the Goła̧b-Sc[r] ... See full document
105
Blow up of the weakly dissipative Novikov equation
... the Novikov equation and showed how it was related by a reciprocal transformation to a negative flow in the Sawada-Kotera hierar- ...multipeakon solutions of ... See full document
8
Random Attractor Family for the Kirchhoff Equation of Higher Order with White Noise
... of solutions of sto- chastic higher-order Kirchhoff equation with strong damping of white noise, nonlinear and non-local source terms and the existence of attractors of stochas- tic Kirchhoff ... See full document
13
Soliton, breather, lump and their interaction solutions of the (\(2+1\)) dimensional asymmetrical Nizhnik–Novikov–Veselov equation
... N-soliton solutions of ...M-lump solutions by using long wave limit to even N-soliton ...breather solutions by using long wave limit and choosing special ... See full document
12
Local well-posedness and persistence properties for a model containing both Camassa-Holm and Novikov equation
... soliton solutions of the integrable hierarchy which has been put for- ward in a series of woks by Qiao [, ...that equation (.) is related to the short-pulse equation derived by Schäfer and Wayne ... See full document
29
Exact Solutions to the Generalized Benjamin Equation
... u + α u u + β u = , (3) where α and β are constants. Equation (3) is used in the analysis of long wave in shallow water; see [28]. To the best of our knowledge, there are a few articles about this equation. ... See full document
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