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| MarketEconomics(market) | market, market_place, marketplace |
| appearance as argument number 1 |
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| (documentation MarketEconomics EnglishLanguage "The collection of all goods that are available for purchase everywhere.") | Economy.kif 6702-6702 | |
| (subclass MarketEconomics CollectionOfObjects) | Economy.kif 6704-6704 | Market is a subclass of collection |
| appearance as argument number 2 |
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| (termFormat EnglishLanguage MarketEconomics "market") | Economy.kif 6703-6703 | |
| (range MarketOfItemFn MarketEconomics) | Economy.kif 6729-6729 | The range of market is an instance of market |
| (range MarketInRegionFn MarketEconomics) | Economy.kif 6744-6744 | The range of market is an instance of market |
| (range MarketOfItemInRegionFn MarketEconomics) | Economy.kif 6760-6760 | The range of market is an instance of market |
| appearance as argument number 3 |
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| (domain SupplyFn 1 MarketEconomics) | Economy.kif 6774-6774 | The number 1 argument of supply is an instance of market |
| (domain DemandFn 1 MarketEconomics) | Economy.kif 6800-6800 | The number 1 argument of demand is an instance of market |
| (domain EquilibriumPriceFn 2 MarketEconomics) | Economy.kif 6888-6888 | The number 2 argument of market-clearing price is an instance of market |
| antecedent |
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| (=> (instance ?ME MarketEconomics) (exists (?O) (and (instance ?O Object) (member ?O ?ME) (attribute ?O ForSale)))) |
Economy.kif 6706-6712 | If X is an instance of market, then there exists Y such that Y is an instance of object, Y is a member of X, and for sale is an attribute of Y |
| consequent |
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| (=> (and (instance ?O Object) (attribute ?O ForSale)) (exists (?ME) (and (instance ?ME MarketEconomics) (member ?O MarketEconomics)))) |
Economy.kif 6714-6721 | If X is an instance of object and for sale is an attribute of X, then there exists Y such that Y is an instance of market and X is a member of market |
| (=> (equal ?M (MarketOfItemFn ?OBJCLASS)) (and (instance ?M MarketEconomics) (memberType ?M ?OBJCLASS))) |
Economy.kif 6731-6735 | If equal X and Y market, then X is an instance of market and Y is a member type of X |
| (=> (equal ?M (MarketInRegionFn ?REGION)) (and (instance ?M MarketEconomics) (located ?M ?REGION))) |
Economy.kif 6746-6750 | If equal X and market in Y, then X is an instance of market and X is located at Y |
| (=> (equal ?M (MarketOfItemInRegionFn ?OBJ ?REGION)) (and (instance ?M MarketEconomics) (located ?M ?REGION) (memberType ?M ?OBJ))) |
Economy.kif 6762-6767 | If equal X and market of Y in Z, then X is an instance of market, X is located at Z, and Y is a member type of X |
| (=> (attribute ?M SupplyPressure) (exists (?S ?D) (and (instance ?M MarketEconomics) (equal ?S (SupplyFn ?M)) (equal ?D (DemandFn ?M)) (greaterThan ?S ?D)))) |
Economy.kif 6836-6843 | If loose is an attribute of X, then All of the following hold: (1) there exist Y (2) Z such that X is an instance of market (3) equal Y (4) the supply of X on the market (5) equal Z (6) demand X (7) Y is greater than Z |
| (=> (attribute ?M DemandPressure) (and (instance ?M MarketEconomics) (equal ?S (SupplyFn ?M)) (equal ?D (DemandFn ?M)) (greaterThan ?D ?S))) |
Economy.kif 6852-6858 | If tight is an attribute of X, then X is an instance of market, equal Y and the supply of X on the market, equal Z and demand X, and Z is greater than Y |
| (=> (attribute ?M EquilibriumEconomics) (exists (?S ?D) (and (instance ?M MarketEconomics) (equal ?S (SupplyFn ?M)) (equal ?D (DemandFn ?M)) (approximateValue ?D ?S)))) |
Economy.kif 6867-6874 | If equilibrium is an attribute of X, then All of the following hold: (1) there exist Y (2) Z such that X is an instance of market (3) equal Y (4) the supply of X on the market (5) equal Z (6) demand X (7) the approximate value of Z is Y |
| (=> (and (equal ?P (EquilibriumPriceFn ?THING ?M)) (askPrice ?THING ?P ?AGENT)) (and (instance ?M MarketEconomics) (member ?THING ?M) (attribute ?M EquilibriumEconomics))) |
Economy.kif 6891-6898 | If equal X and the market-clearing price of Y on the Z and W asks for X for Y, then Z is an instance of market, Y is a member of Z, and equilibrium is an attribute of Z |