Equilibrium Existence Results for Simple Economies And Dynamic Games
Equilibrium Existence Results for Simple Economies And Dynamic Games
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In our eReader you can find the full English version of the book. Read Equilibrium Existence Results for Simple Economies And Dynamic Games Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Equilibrium Existence Results for Simple Economies And Dynamic Games
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For all (x, y) e x" X Y. This assumption implies, in particular, ^^^^ k^i^n^'i) = k^i for all (^x, i) e ^X X Y, which, as will become clear below, corresponds to the case where the feasible control region is fixed.
17 where n*^a • n^ '^ X "^ [n^^J is defined for each a e A and (^x°, ^) G ^x"x Y by In order to facilitate discussion we introduce the follov/inrr terminology.
2. 1. Terminology; From here on, whenever we speak of a "dynamic game", we will always mean a s. D. G.. Let S be as in 2. 0.... The elements of S will be referred to as follows.
2. 1. 0, n will be called the planning horizon .
2. 1. 1. X^ (^x^) will be called the g-control space (a-plan space), and x^ (^x^) will be called an d-control ( g-plan ) iff x. E X. ( x. E X ) ' ^ ' a anana X (^X") will be called the g-exclusive control space (g-exclusive plan space). And x" (^x") will be called ^^ a-exclu5ive control ( a-exclusive plan ) iff x'' t X" (^x" E J"). X (^X) will be called the control scace (U lan space ), and x (^x) will be called a control ( plan ) iff X e X ( X e X) .
What to read after Equilibrium Existence Results for Simple Economies And Dynamic Games?
You can find similar books in the "Read Also" column, or choose other free books by Paul R Kleindorfer to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
For all (x, y) e x" X Y. This assumption implies, in particular, ^^^^ k^i^n^'i) = k^i for all (^x, i) e ^X X Y, which, as will become clear below, corresponds to the case where the feasible control region is fixed.
17 where n*^a • n^ '^ X "^ [n^^J is defined for each a e A and (^x°, ^) G ^x"x Y by In order to facilitate discussion we introduce the follov/inrr terminology.
2. 1. Terminology; From here on, whenever we speak of a "dynamic game", we will always mean a s. D. G.. Let S be as in 2. 0.... The elements of S will be referred to as follows.
2. 1. 0, n will be called the planning horizon .
2. 1. 1. X^ (^x^) will be called the g-control space (a-plan space), and x^ (^x^) will be called an d-control ( g-plan ) iff x. E X. ( x. E X ) ' ^ ' a anana X (^X") will be called the g-exclusive control space (g-exclusive plan space). And x" (^x") will be called ^^ a-exclu5ive control ( a-exclusive plan ) iff x'' t X" (^x" E J"). X (^X) will be called the control scace (U lan space ), and x (^x) will be called a control ( plan ) iff X e X ( X e X) .
What to read after Equilibrium Existence Results for Simple Economies And Dynamic Games?
You can find similar books in the "Read Also" column, or choose other free books by Paul R Kleindorfer to read onlineMoreLess
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