Bibliography
Export 19 results:
[ Author
Filters: First Letter Of Last Name is Z [Clear All Filters]
HARTMAN TYPE OSCILLATION CRITERIA FOR LINEAR MATRIX HAMILTONIAN SYSTEMS. Dynamic Systems and Applications. 17:12.
.
2008. BOUNDEDNESS AND DISSIPATION FOR DISCRETE-TIME DYNAMIC SYSTEMS. Dynamic Systems and Applications. 20:18.
.
2011. OPTIMAL DIVIDEND PROBLEM WITH THE INFLUENCE OF DIVIDEND PAYOUTS ON INSURANCE BUSINESS. Dynamic Systems and Applications. 20:12.
.
2011. NEW OSCILLATIONS CRITERIA OF DELAY PARTIAL DIFFERENCE EQUATIONS. Dynamic Systems and Applications. 16:9.
.
2007. THE STRONG LAW OF LARGE NUMBERS FOR MULTIVARIATE FUNCTIONS OF CONTINUOUS-STATE NONHOMOGENEOUS MARKOV CHAINS. Dynamic Systems and Applications. 27(2):14.
.
2018. CLASSIFICATION OF SOLUTIONS OF ASYMMETRIC p-LAPLACIAN OSCILLATORS WITH PERIODIC COEFFICIENTS. Dynamic Systems and Applications. 19:17.
.
2010. OPTIMAL INVESTMENT AND PROPORTIONAL REINSURANCE UNDER NO SHORT-SELLING AND NO BORROWING. Dynamic Systems and Applications. 20:18.
.
2011. THREE POSITIVE SOLUTIONS FOR A GENERALIZED STURM-LIOUVILLE MULTIPOINT BVP WITH DEPENDENCE ON THE FIRST ORDER DERIVATIVE. Dynamic Systems and Applications. 17:12.
.
2008. NONTRIVIAL SOLUTIONS FOR NEUMANN BOUNDARY VALUE PROBLEM OF SECOND ORDER IMPULSIVE INTEGRO-DIFFERENTIAL EQUATIONS IN ORDERED BANACH SPACES. Dynamic Systems and Applications. 24:12.
.
2015. OPTIMAL DIVIDEND AND REINSURANCE UNDER THRESHOLD STRATEGY. Dynamic Systems and Applications. 20:12.
.
2011. RAZUMIKHIN-TYPE STABILITY THEOREMS FOR IMPULSIVE DISCRETE SYSTEMS WITH TIME DELAY. Dynamic Systems and Applications. 24:16.
.
2015. A BACKWARDS STOCHASTIC DIFFERENTIAL EQUATION MODEL IN LIFE INSURANCE. Dynamic Systems and Applications. 16:9.
.
2007. GLOBAL STABILIZATION OF UNCERTAIN NONLINEAR TIME-DELAY SYSTEMS BY OUTPUT FEEDBACK. Dynamic Systems and Applications. 18:11.
.
2009. CONSTRAINED LINEAR-QUADRATIC CONTROL PROBLEMS OVER TIME SCALES AND WEAK NORMALITY. Dynamic Systems and Applications. 26(3&4):36.
.
2017. STABILITY OF A TURNPIKE PHENOMENON FOR THE ROBINSON-SOLOW-SRINIVASAN MODEL. Dynamic Systems and Applications. 20:20.
.
2011. A TURNPIKE PROPERTY FOR A CLASS OF DISCRETE-TIME OPTIMAL CONTROL SYSTEMS AND POROSITY. Dynamic Systems and Applications. 19:20.
.
2010. A TURNPIKE PROPERTY OF APPROXIMATE SOLUTIONS OF AN OPTIMAL CONTROL PROBLEM ARISING IN ECONOMIC DYNAMICS. Dynamic Systems and Applications. 20:27.
.
2011. NONOCCURRENCE OF THE LAVRENTIEV PHENOMENON FOR MANY INFINITE DIMENSIONAL LINEAR CONTROL PROBLEMS WITH NONCONVEX INTEGRANDS. Dynamic Systems and Applications. 17:28.
.
2008. ON A CLASS OF SECOND ORDER INFINITE HORIZON VARIATIONAL PROBLEMS. Dynamic Systems and Applications. 16:15.
.
2007.