Angular Targeting/Factored

A form of statistical targeting that tries to find a factor that correlates the most recent angular velocity to an accurate firing angle. This method was designed by PEZ and first used in Gouldingi. It takes ideas from both Averaged Bearing Offset Targeting and GuessFactor Targeting.

Pseudocode

This is the original description of the method, posted by PEZ:

• Multiply the bearing delta bd between two consecutive scans by some factor F.
• Fire a bullet and register an event which keeps information about:
  • old enemy location oel
  • old robot location orl
  • time of fire tof
  • bullet speed bs
  • bearing delta bd
• In the test() method of this event, check for when the bullet's distance traveled (bs * (getTime() - tof)) is greater than or equal to the distance from the current enemy location to orl (i.e., when the bullet would have hit the enemy, if fired at the right angle). When it is:
  • Take the difference in bearing between orl -> oel and orl -> current enemy location. Let's call this bearing delta BD.
  • Calculate the factor f that would have been needed to hit the enemy using bd (BD/bd).
  • Update F so that f becomes "part of" it (for instance, using a rolling average).
  • Deregister the event.

See also

• Angular Targeting
• Averaged Bearing Offset Targeting
• Waves