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Hi, I am new to SLAM and interested in seeing how this performs when only one measurement is available, for example, bearing-only. I am finding it difficult to adapt the existing code for this case; I tried the following:
reducing H to a 2x1 matrix, with bearing only measurements
reducing .P to a single value
reducing R to single value
However, I am running into errors where the matrix Q becomes invertible.
The text was updated successfully, but these errors were encountered:
Hi @cherriesandwine unfortunately I haven't really thought about this code in the 10 years since I wrote it, so I'm not going to be a ton of help here. Want to post your code somewhere so others can take a look? I don't even have a copy of Matlab at this point, but perhaps Octave will work.
Hi, I am new to SLAM and interested in seeing how this performs when only one measurement is available, for example, bearing-only. I am finding it difficult to adapt the existing code for this case; I tried the following:
However, I am running into errors where the matrix Q becomes invertible.
The text was updated successfully, but these errors were encountered: