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- Matrix Util Product Internal #1 (22, 23, 24) - Matrix Util Product Internal #2 (25, 26, 27) - Matrix Util Product Internal #3 (28, 29, 30) Bug Fixes/Re-organization: Samples: - Bartels-Stewart Algorithm Run #1 (1, 2, 3) - Bartels-Stewart Algorithm Run #2 (4, 5, 6) - Bartels-Stewart Algorithm Run #3 (7, 8, 9) - Bartels-Stewart Algorithm Run #4 (10, 11, 12) - Bartels-Stewart Algorithm Run #5 (13, 14, 15) - Bartels-Stewart Algorithm Run #6 (16, 17, 18) - Bartels-Stewart Algorithm Run #7 (19, 20, 21) - Graham-Schmidt Process Product Check (31, 32, 33) - Graham-Schmidt QR Decomposition #1 (34, 35, 36) - Graham-Schmidt QR Decomposition #2 (37, 38, 39) - Graham-Schmidt QR Decomposition #3 (40, 41, 42) - Graham-Schmidt Orthogonalization Matrix Util (110, 111) - Graham-Schmidt QR Decomposition #4 (112, 113, 114) - Graham-Schmidt QR Decomposition #5 (115, 116, 117) - Graham-Schmidt QR Decomposition #6 (118, 119, 120) IdeaDRIP: - QR Decomposition (43-45) - QR Decomposition Cases and Definitions - Square Matrix (46-56) - QR Decomposition Cases and Definitions - Rectangular Matrix (57-65) - QR Decomposition Cases and Definitions - QL, RL, and LQ Decompositions (66) - QR Decomposition Computing the (67, 68) - QR Decomposition Computing the - Using (69-92) - QR Decomposition Computing the - Using Example (93-102) - QR Decomposition Computing the - Using Relation to RQ (103-106) - QR Decomposition Computing the - Using Advantages and Disadvantages (107-109)
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