Bartušek Miroslav ( search by name in IS MU /auth )

Body na spoluautora Body za publikaci pro MU Odkaz ISVaV
14,35 14,35 On noncontinuable solutions of differential equations with delay
4,00 8,00 Global monotonicity and oscillation for second order differential equation
28,19 56,39 On oscillatory solutions of quasilinear differential equations
30,19 30,19 On the existence of unbounded noncontinuable solutions
20,12 20,12 On singular solutions of a second order differential equation
20,05 20,05 The Nonlinear Limit-Point/Limit-Circle Problem for Second Order Equations with P-Laplacian
50,31 100,62 The nonlinear limit-point/limit-circle problem
0,00 0,00 On the limit-point/limit-circle problem for second order nonlinear equations
20,12 20,12 Strong nonlinear limit-point/limit-circle properties for forced Thomas-Fermi equations with p-Laplacian.
20,12 20,12 Strong nonlinear limit-point/limit-circle properties for a class of fourth order equations
20,12 20,12 The strong nonlinear limit-point/limit-circle properties for a class of even order equations
0,00 0,00 Asymptotic behaviour of solutions of a differential equation with p-Laplacian and a forcing term.
20,12 20,12 Existence of global solutions for systems of second-order functional-differential equations with p-Laplacian
0,00 0,00 On oscillation and nonoscillation for differential equations with p-Laplacian
20,12 20,12 On existence of noncontinuable solutions.
10,06 20,12 On existence of proper solutions of quasilinear second order differential equations
0,00 0,00 The strong limit-point / limit-circle properties for super-half-linear equations.
20,05 20,05 The strong nonlinear limit-point/limit-circle properties for sub-half-linear equations
0,00 0,00 Some limit-point and limit-circle results for second order Emden-Fowler equations
20,12 20,12 Singular solutions for the differential equation with p-Laplacian.
0,00 0,00 The strong limit-point property for Emden-Fowler equations
0,00 0,00 Asymptotic properties of solutions of a forced second order differential equation with p-Laplacian
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(c) Michal Bulant, 2011