4 ms·
What does 'linear' mean in this case exactly? Does it mean, that if the measurements are in space (i.e. location), then Kalman filter can only be applied when l
by Geee 6y ago
What does 'linear' mean in this case exactly? Does it mean, that if the measurements are in space (i.e. location), then Kalman filter can only be applied when location is changing linearly, i.e. speed is constant?
- kolbe 6y agoLinear problems are ones in the form of sum(a_i * f_i(x)). So all Newton ballistics are linear because acceleration is a*x^2. Sometimes people who deal in probably refer to systems where the noise is Brownian as linear as well. So, both descriptions of linearity apply to a regular Kalman filter. There are Extended Kalman Filter and Unscented Kalman Filters that are designated to relax both of these constraints, but they aren’t perfect.