METHODS FOR RURAL FARMING

Аннотация

This the issue of transport in the article theoretical and practical in terms of wide is illuminated . Fergana of the province farmer farms products province in the center to the market the most less cost with to deliver problem analysis The issue is solved step by step with a minimum price . method through solved . Real example optimal plan based on will be compiled and general expenses is reduced . Keywords : Transport issue , closed model transportation issues, busy cells, empty cells, cost matrix, potentials,potential equation, closed loop. Introduction . The transport issue is the key to the economy. the most important and practical from issues This issue is one of logistics , supply chain and working release processes to optimize is focused on . Each enterprise or working release system for the product from supply to the consumer in delivery expenses big importance has will be . In this transportation expenses reduce and from resources effective use economic in terms of important . The issue of transport theoretical solution through , as well as balance supply , consumers need satisfy , suppliers by working issued products delivery to give efficiency increase possible.Transport The problem is usually linear . to program related is , it is in itself resources maximum at the level effective distribution in mind holds . Each supplier and consumer products , as well as their between​ transportation expenses This issue is very common . in the fields wide used , including rural​ farm products to the market delivery in giving , industry working releases between in transporting materials and even international in trade. This issue is particularly limited resources there is was​ in conditions , economic efficiency increase for very important . The issue minimum value in solution method and potentials method such as separately methods These methods are used . through , transportation costs optimization , product effective distribution and supplier and consumers in the middle effectivecommunication provision opportunities isstudied . page1223 INTERNATIONAL JOURNAL OF ARTIFICIAL INTELLIGENCE ISSN:2692-5206,ImpactFactor:12,23 AmericanAcademicpublishers,volume05,issue04,2025 Journal: https://www.academicpublishers.org/journals/index.php/ijai Analysis​ and results Let's assume , A,A ,...,A produce the same product at each point. At a certain time 1 2 m interval, A (i =1,m) at the point working removable product amount a to unity equal i i Let it be . Work removable products B ,B ,...,B at points consumption let it be done 1 2 n and every one B ( j =1,n) consumer being seen time between to the product was j demand b (j =1,n) to unity equal Let it be . j From this outside A,A ,...,A at points working removable of products general amount 1 2 m B ,B ,...,B of points to the product was requirements general to the amount equal , that 1 2 n is m n a = b i j i=1 j=1 equality appropriate Suppose to be Let 's assume that every​ one working release from the point everyone consumption doer to the point product transportation opportunity exists , and A from the point B to the point the product take to go for spending to be i j done cost C money per unit equal Let it be . ij x with planned time between A from the point B to the point take to go of the ij i j product general amount we mark . The transportation issue given parameters and designated the unknowns following to the table we will place . Table 1 B B B B i / c products j 1 2 n amount A i C C C a 11 12 1n 1 A … 1 x x x 11 12 1n C C C a 21 22 2n 2 A … 2 x x x 21 22 2n page1224 INTERNATIONAL JOURNAL OF ARTIFICIAL INTELLIGENCE ISSN:2692-5206,ImpactFactor:12,23 AmericanAcademicpublishers,volume05,issue04,2025 Journal: https://www.academicpublishers.org/journals/index.php/ijai C C C a m1 m2 mn m A … m x x x m1 m2 mn demand b b … b 1 2 n quantity The matter economic meaning of freight so plan to compose must : 1) every one working release at the point products full be distributed ; 2) each one consumer to the product was demand full satisfy and this with together spending to be done road expenses general Let the value be minimal . The matter first condition following equations system through expression possible : x + x +...+ x = a , 11 12 1n 1 x + x +...+ x = a , 21 22 2n 2 (1) ................................. x + x +...x = a . m1 m2 mn m The matter second condition and following equations system in appearance is expressed as : x + x +...+ x =b , 11 21 m1 1 x + x +...+ x =b , 12 22 m2 2 (2) .................................... x + x +...x =b . 1n 2n mn n The matter economic to the meaning according to unknowns negative not to be need , that is x >0 (i =1,m; j =1,n). (3) ij i-working release from the point j - consumption doer to the point planned x unity ij the product delivery to give for spending to be done road cost с x money per unit equal ij ij will be . Planned all products transportation for spending to be done general road expenses page1225 INTERNATIONAL JOURNAL OF ART