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- W65629965 abstract "In the previous chapter, the solution to the least squares estimation problem including a priori information, x ¯ , is represented in the normal equation form as x ^ is obtained by computing the inverse of M . In practice, computational problems are encountered in forming and inverting the matrix x ^ can be obtained by backward substitution. This approach has the advantage that increased numerical accuracy is achieved over conventional matrix inversion methods for solving Eq. (5.1.2). Using the orthogonal transformation approach, accuracy can be achieved with a single-precision computation that is equal to the accuracy obtained by inverting M with the normal equation approach using double-percision computations." @default.
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- W65629965 date "2004-01-01" @default.
- W65629965 modified "2023-10-16" @default.
- W65629965 title "Square Root Solution Methods for the Orbit Determination Problem" @default.
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