This one speaks the truth. Two identical robots will "choose" the exact same "random" action, because true chance doesn't exist, even in computers. Since they are EXACTLY the same, this applies to luck and "random" calculations as well. And both of them will strike first, for those of you thinking you're cleverBloodstain said:But are the surroundings and circumstances exactly the same as well? If yes, neither of them would win. I guess they would break or run out of fuel or whatever else at the same time.
Luck and coincidence can't exist, because nothing happens without cause. Even a coin flip is subject to flipping force, air resistance, momentum, etc. If one manages to damage the other one's legs earlier, then they are not exactly the same, because the one striking the blow obviously has superior tactics. If one slipped and the other one didn't, then the ground under that robot must have been different from the ground beneath the other one. So the surroundings were different.spartan231490 said:Coin flip. Luck does exist, and plays it's own role in combat, and you can't control it. One would slip, or get damaged in the legs early, or who knows what, and the other would win.
You are correct dear sir. However, if the robots are EXACTLY the same, which was the original question, as well as the environment affecting the two robots in EXACTLY the same way, there would be no deviation, simply because conditions are exactly the same in both instances. And yes, it's pretty much impossible, but heyGeneric Gamer said:Chaos theory dictates that two systems with initial starting conditions will begin to deviate in small ways that will eventually lead to them operating differently.
So even though they were identical one robot may have more traction on one wheel, or lose slightly more power through a solder. This may affect speed or attitude (if only in one wheel/leg) and so the programming would respond to the situation differently than the other robot. Even ambient temperature in different areas of the arena would affect conductivity in minor ways and so the two robots, whilst initially computing the same solution, would be faced with infintescimally different conditions that would alter their response.