... Country ) for a query of Modular - PROLEG for PIL . > > solve ( Phase , ( P , Q ) #Country ) : - !, solve ( Phase , P # Country ) , solve ( Phase , Q # Country ) . solve ( _ , call ( P ) #_ ) : - !, % for built in predicate call ( P ) ...
... q = [ q , ... , q ] , country expenditure vectors as e = [ et , ... , ek ] , and coun- try expenditure share vectors as s * = [ st , ... , s ] for k = 1 , ... , K. To define the GEKS parities P1 , P2 , ... , PK between the K countries ...
... Country Group Q. Shipments to Country Group Q require a validated li- cense ( i ) if the shipment consists of commodities identified by the code let- ter " A " following the Export Control Commodity Number on the Commodity Control List ...
... Q ) Country P (b2 ) Country H P P Sh Sp N Z P* = Pw Ph + t* b c P* = Pw + t* P g f a P e K M p Pw O w Dh Dp Q5 Q 4 Q 6 Q O Q3 Q 1 Q 2 Q Suppose now that country P and country H decide to form a customs union. They agree to remove all ...
... q Country Cowgirl - leaves rugose-pebbled, dark green margins, light green center, laterals in raspberry-pink. Flowers reddish-orange. q Country Kitten - medium rose-brown, pink becoming silver veins, rather hairy for a silvery sheen ...
... country j ; E ( t ) > ( < ) - country 2's ( 1's ) capital stocks employed by country 1 ( 2 ) ; F , ( t ) country j's output ; c , ( t ) and s ( t ) -the consumption and savings of per person q , q € II ; and r ( t ) and w ( t ) - the ...
In this exhilarating APR/Honickman Award-winning debut, Tomás Morín interacts intimately with history and story to craft complex and fantastical portraits.
This collection of short stories evokes the mores and dilemmas of middle-class life with a familiarity t inged with nostalgia and tempered with irony. '
... country q final demand (that is, the trade between industries in region p to final agents in region q or final exports of region p to final imports of region q). In the MRIO model, y represents the final demand forces that trigger ...
... country A is ( 1+ ) P * , domestic production is Q , and consumption is QA > Q. Country A is thus importing JA = QC- QA ; the quantity QA - Q4 is from country B , whereas the remainder , Q - Q , is provided by the rest of the world .