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Demand in the conditions of heterogeneity of goods and consumers
Ismagilova G., Bagautdinova N., Safiullin L.
and quantitative characteristics of economic category of demand are studied. An interconnection and functional
Demand in the conditions of heterogeneity of goods and consumers
Ismagilova G., Bagautdinova N., Safiullin L.
and quantitative characteristics of economic category of demand are studied. An interconnection and functional
New conditions for the existence of equilibrium prices
Arutyunov A.V., Pavlova N.G., Shananin A.A.
the transaction costs associated with the sale of products. In this model, the demand function is the solution
The model for determining rational inventory in occasional demand supply chains
Anisimov E., Gapov M.R., Rodionova E., Saurenko T.
In order to ensure continuous demand for products in cases where it is impossible or economically
Income distribution and market demand: The case of heterogeneous preferences
Ibragimov M., Tufetulov A.
’ preferences are heterogeneous and the condition on equality of individual demand functions does
Equilibrium price as a coincidence point of two mappings
Arutyunov A.V., Zhukovskiy S.E., Pavlova N.G.
, the demand and supply functions are obtained by maximizing the producer utility and profit, respectively
Transformations of functions of consumer demand in postindustrial economy
Hadiullina G., Shmeleva O., Andreev S., Lebedeva A., Arzhantseva N.
The authors of the paper analyze nonprice determinants of consumer demand in the conditions
Dynamic pricing with demand disaggregation for hotel revenue management
Bandalouski, A. M., Egorova, N. G., Kovalyov, M. Y., Pesch, E., Tarim, S. A.
. It includes disaggregation of the demand into several categories, forecasting, elastic demand simulation
Income distribution and market demand: The case of heterogeneous preferences
Ibragimov M., Tufetulov A.
’ preferences are heterogeneous and the condition on equality of individual demand functions does
Application of market models to network equilibrium problems
-side market model with divisible commodities and price functions of participants. A general existence result

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