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Pack prologmud_I7 -- prolog/ec_planner/examples/Mueller2006/Chapter9/RouletteWheel.txt

# # Copyright (c) 2005 IBM Corporation and others. # All rights reserved. This program and the accompanying materials # are made available under the terms of the Common Public License v1.0 # which accompanies this distribution, and is available at # http://www.eclipse.org/legal/cpl-v10.html # # Contributors: # IBM - Initial implementation #

loading examples/Mueller2006/Chapter9/RouletteWheel.e loading foundations/Root.e loading foundations/EC.e 28 variables and 133 clauses relsat solver 3 models --- model 1: 0 WheelNumberDeterminer(Wheel1, 3). Happens(Spin(Dealer1, Wheel1), 0). 1 -WheelNumberDeterminer(Wheel1, 3). +WheelNumber(Wheel1, 3). +WheelNumberDeterminer(Wheel1, 1). P ReleasedAt(WheelNumberDeterminer(Wheel1, 1), 0). ReleasedAt(WheelNumberDeterminer(Wheel1, 1), 1). ReleasedAt(WheelNumberDeterminer(Wheel1, 2), 0). ReleasedAt(WheelNumberDeterminer(Wheel1, 2), 1). ReleasedAt(WheelNumberDeterminer(Wheel1, 3), 0). ReleasedAt(WheelNumberDeterminer(Wheel1, 3), 1). !Happens(Reset(Dealer1, Wheel1), 0). !Happens(Reset(Dealer1, Wheel1), 1). !Happens(Spin(Dealer1, Wheel1), 1). !ReleasedAt(WheelNumber(Wheel1, 1), 0). !ReleasedAt(WheelNumber(Wheel1, 1), 1). !ReleasedAt(WheelNumber(Wheel1, 2), 0). !ReleasedAt(WheelNumber(Wheel1, 2), 1). !ReleasedAt(WheelNumber(Wheel1, 3), 0). !ReleasedAt(WheelNumber(Wheel1, 3), 1). --- model 2 diff:2c2 < WheelNumberDeterminer(Wheel1, 3). --- > WheelNumberDeterminer(Wheel1, 2). 5,6c5,6 < -WheelNumberDeterminer(Wheel1, 3). < +WheelNumber(Wheel1, 3). --- > -WheelNumberDeterminer(Wheel1, 2). > +WheelNumber(Wheel1, 2).


model 3 diff:2c2 < WheelNumberDeterminer(Wheel1, 2). --- > WheelNumberDeterminer(Wheel1, 1). 5,7c5 < -WheelNumberDeterminer(Wheel1, 2). < +WheelNumber(Wheel1, 2). < +WheelNumberDeterminer(Wheel1, 1). --- > +WheelNumber(Wheel1, 1).

EC: 7 predicates, 0 functions, 0 fluents, 0 events, 0 axioms Root: 0 predicates, 0 functions, 0 fluents, 0 events, 0 axioms RouletteWheel: 0 predicates, 0 functions, 2 fluents, 2 events, 9 axioms encoding 0.0s solution 0.0s total 0.2s Discrete Event Calculus Reasoner 1.0