ASYMPTOTIC SOLUTIONS FOR ONE-DIMENSIONAL WAVE PROBLEMSASYMPTOTIC SOLUTIONS FOR ONE-DIMENSIONAL WAVE PROBLEMS
On real solutions of systems of equationsSystems of equations f1 = = fn−1 = 0 in ℝn = {x} having the
solution x = 0 are considered under
Nonlinear spinor field in Bianchi type-I Universe filled with perfect fluid: Exact self-consistent solutions and the
asymptotic behaviors of the field functions and the metric one have been thoroughly studied. The absence
Black holes and wormholes in f(R) gravity with a kinetic curvature scalar investigate horizons, centers and the
asymptotic behavior of the obtained
solutions. Other classes
Asymptotic formulas for solutions of nonlocal elliptic problemsWe consider nonlocal elliptic problems in plane domains and obtain
asymptotic formulas
ASYMPTOTIC PROPERTIES OF SOLUTIONS OF TWO-DIMENSIONAL DIFFERENTIAL-DIFFERENCE ELLIPTIC PROBLEMS that the constructed
solution is smooth outside the boundary line. In the present paper, the
behavior of the specified
Numerical Investigation of Solutions to a Reaction-diffusion System with Variable Density-similar approaches
for studying
solutions of a nonlinear mutual reaction-diffusion system. The
asymptotic behavior