Talk:Levenberg–Marquardt algorithm: Difference between revisions

Revision as of 18:24, 14 January 2019

Revision as of 23:13, 28 June 2019

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i think there is no sign missing since '''J''' is the jacobian of '''f''' and '''f''' has a negativ sign in '''S'''. the goal is to minimize '''S''' and therefore we want to go in direction of negativ jacobian of

'''S''' which turns out to be the negative jacobian of '''-f''' and thus '''-(-J) = J'''. -- Georg

@ Vogt31337: I agree with you. -- D

==Transpose==