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206 vectors
224 segments using the Gauss-Newton and Cauchy vectors and finds the point
230 entire two dimensional subspace spanned by these two vectors and finds
240 vectors, as neither of them depend on the value of :math:`\mu`.
665 arbitrary vectors :math:`y`. Thus, there are two competing factors to
1390 dense matrix. The vectors :math:`D`, :math:`x` and :math:`f` are
1391 printed as dense vectors. This should only be used for small
1399 vectors :math:`D`, `x` and `f` are dumped as text files