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PARTLY ANALYTICAL PARTICLE-LIKE SOLUTION IN A NONLINEAR MODEL OF KLEIN-GORDON EQUATIONPARTLY ANALYTICAL PARTICLE-LIKE SOLUTION IN A NONLINEAR MODEL OF KLEIN-GORDON EQUATION
Generation of static solutions of a self-consistent system of Einstein-Klein-Gordon equations of Einstein-Klein-Gordon equations dependent on one arbitrary function is set in correspondence with a static
STRING-LIKE SOLUTIONS TO KLEIN-GORDON NONLINEAR EQUATIONSTRING-LIKE SOLUTIONS TO KLEIN-GORDON NONLINEAR EQUATION
STRING-LIKE SOLUTIONS OF THE STEP-NON-LINEAR KLEIN-GORDON EQUATIONSTRING-LIKE SOLUTIONS OF THE STEP-NON-LINEAR KLEIN-GORDON EQUATION
Jetlike solutions of Klein-Gordon equation with step nonlinearityJetlike solutions of Klein-Gordon equation with step nonlinearity
Paeticlelike piecewise-analytic solution in a nonlinear model of the Klein-Gordon equationPaeticlelike piecewise-analytic solution in a nonlinear model of the Klein-Gordon equation
Exact plane symmetric solutions of sin-gordon equations with inherent gravitational fields taken into account and nonlinear scalar field equations of sin-Gordon type. We write out, in explicit form, two specific solutions
Solvability of Mixed Problems for the Klein–Gordon–Fock Equation in the Class Lp for p ≥ 1We prove that the mixed problem for the Klein–Gordon–Fock equation utt(x, t) − uxx(x, t) + au(x, t
Generation of static solutions of a self-consistent system of Einstein-Klein-Gordon equations of Einstein-Klein-Gordon equations dependent on one arbitrary function is set in correspondence with a static
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