Ok, well for example, if you say that the Queen is on a certain square
of a chessboard, that is a state and it's also a contraint on the chess
game. If you say your coke-can is to the right of the chessboard that is
not a state of the chess-game, nor a constraint on it.
Generally the way you represent anything depends on the "game" being
played. (Algebraic chess notation or whatever.)
On 7/6/2014 10:32 PM, Piaget Modeler via AGI wrote:
P is a proposition. Can be either a fact or a goal. How do you
represent it?
Also, if there is a rule R, that contains Fact Q and Goal P, how do
you represent those?
~PM
------------------------------------------------------------------------
Date: Sun, 6 Jul 2014 21:32:26 -0500
From: [email protected]
To: [email protected]
Subject: Re: [agi] Goals vs. Facts
State-transition space.
Or something with a similar name.
The system or agent has a set of states, the goal is to get the system
or agent to a goal-state.
The "universe" (or whatever you want to call it) has constraints on
how those transitions can be made.
So is P a fact that effects constraints on transitions, or is it a
goal-state?
-- Dimitry
On 7/6/2014 7:50 PM, Piaget Modeler via AGI wrote:
Given a proposition P, how have people represented that notion
that P is a goal of the system versus P being a fact that is true
in the system?
Given a rule that references goal P and fact Q, how has that been
represented in other systems?
Thoughts?
~PM
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