Group NYPA
Group Description |
Rank-deficient least squares problems. D. Maragal, New York Power Authority These matrices are both structurally and numerically singular. The numerical rank is less than the structural rank (rank(A) < sprank(A) in MATLAB). Deepak Maragal New York Power Authority White Plains, NY email: Deepak.Maragal at nypa.gov |
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Displaying all 8 collection matrices
Id | Name | Group | Rows | Cols | Nonzeros | Kind | Date | Download File |
---|---|---|---|---|---|---|---|---|
1884 | Maragal_1 | NYPA | 32 | 14 | 234 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1885 | Maragal_2 | NYPA | 555 | 350 | 4,357 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1886 | Maragal_3 | NYPA | 1,690 | 860 | 18,391 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1887 | Maragal_4 | NYPA | 1,964 | 1,034 | 26,719 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1888 | Maragal_5 | NYPA | 4,654 | 3,320 | 93,091 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1889 | Maragal_6 | NYPA | 21,255 | 10,152 | 537,694 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
2217 | Maragal_8 | NYPA | 33,212 | 75,077 | 1,308,415 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |
1890 | Maragal_7 | NYPA | 46,845 | 26,564 | 1,200,537 | Least Squares Problem | 2008 | MATLAB Rutherford Boeing Matrix Market |