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Economics is a unique discipline that incorporates philosophy, history, mathematics, and statistics into its own unique mix that is aimed at making our lives better. Simply put, economics is all about efficiency. Efficiency means getting more out of limited resources whether this is at the level of the individual, firm, or a society. Efficiency is the key to higher productivity of resources, greater returns, and a higher standard of living. Managerial economics is particularly interesting as it unlocks the practical applications of economics. Economics is not just a theoretical discipline,...

Economics is a unique discipline that incorporates philosophy, history, mathematics, and statistics into its own unique mix that is aimed at making our lives better. Simply put, economics is all about efficiency. Efficiency means getting more out of limited resources whether this is at the level of the individual, firm, or a society. Efficiency is the key to higher productivity of resources, greater returns, and a higher standard of living. Managerial economics is particularly interesting as it unlocks the practical applications of economics. Economics is not just a theoretical discipline,...

Modern achievements in the intensively developing field of applied mathematics are presented in this monograph. In particular, it proposes a new approach to extremal problem theory for nonlinear operators, differential-operator equations and inclusions, and for variational inequalities in Banach spaces. An axiomatic study of nonlinear maps (including multi-valued ones) is given, and the properties of resolving operators for systems, consisting of operator and differential-operator equations, are stated in nonlinear-map terms. The solvability conditions and the properties of extremal problem...

Modern achievements in the intensively developing field of applied mathematics as applied to physical chemistry are presented in this monograph. In particular, the monograph proposes a new approach to extremal problem theory for nonlinear operators, differential-operator equations and inclusions and for variational inequalities in Banach spaces. An axiomatic study of nonlinear maps (including multi-valued ones) is given, and the properties of resolving operators for systems, consisting of operator and differential-operator equations are stated in nonlinear-map terms. The solvability...