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THE JOURNAL OF ECONOMIC SCIENCES: THEORY AND PRACTICE, V.73, # 1, 2016, pp. 4-37



                         where             - time, spent by people for a monetary unit, received from sales



                    of goods and services by type of economc activity, in man-hours per year, man-days per
                    year, and man-months per year, by the same type of economic activity;
                         tX=L  –  the  national  fund  of  the  time  of  labor,  calculated  by  the  output  of
                    goods  and  services  (Х),  defined  according  to  the  inter-sector  balance  sheets,
                    accounting for the time of workers, expressed in man-hours per year, man-days per
                    year, man-weeks per year, and man per year;
                         TY=L – the national fund of the time spent for labor, defined by the volume of
                    the  final  product  (Ү)  according  to  the  inter-sector  balance  sheets  of  the  time  of
                    workers, expressed in man-hours per year, man-days per year, man-weeks per year,
                    and man per year;
                         T(i)=t(i)*B  –  full  time,  spent  by  workers  on  labor  in  the  monetary  unit,
                    received from the realization of goods and services by types of economic actitvity,
                    expressed in man-hours per year, man-days per year, man-weeks per year, and man
                    per year, and years.
                         The  economic  content  of  this  equation  hs  been  revealed  by  the  Akimov
                    algorithm, as follows:
                                                                                                  X
                                 Y
                         since T  represents the labor intensity of the final domestic product, and t  –
                    the labor intensity of the gross output, the indicators of labor intensity by types of
                    economic  activity  may  be  denoted  as   and   ,  which  reflect  the  labor  intensity


                                                                                             Y
                                                                                                    Х
                    commensurate to the final gross product of  i-th sector (i=1, n),  such that T  and T
                    are written as [Akinov, N., 2014]:



                                                  Y
                                                                  X
                                                 T  =        and T  =      (1)




                                                        Х
                                                 Y
                         Having disaggregated T  and T , as in (1), we obtain the system of equations
                    reflecting full costs of physical labor, spent for a unit of the final product in each
                    sector [Akinov, N., 2014]:


                                                                                     (2)







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