16#16 | 4#4-by-3#3 |

97#97 | 4#4-by-528#528 |

64#64 | 4#4-by-4#4 |

88#88 | 528#528-by-528#528 |

The tests for the GQR path are as follows:

- Compute the Generalized QR factorization using xGGQRF, generate
the orthogonal matrix 64#64 from the Householder vectors using xORGQR,
generate the matrix 88#88 using xORGRQ, and compute the test ratios
- 536#536
- 537#537
- 538#538
- 539#539

For the GRQ test path, and each set of matrix dimensions (M, N, P) and each selected matrix type, an 3#3-by-4#4 matrix A and a 528#528-by-4#4 matrix B are generated. The problem dimensions are as follows:

16#16 | 3#3-by-4#4 |

97#97 | 528#528-by-4#4 |

64#64 | 4#4-by-4#4 |

88#88 | 528#528-by-528#528 |

The tests for the GRQ path are as follows:

- Compute the Generalized RQ factorization using xGGRQF, generate
the orthogonal matrix 64#64 from the Householder vectors using xORGRQ,
generate the matrix 88#88 from the Householder vectors using xORGQR, and
compute the test ratios
- 540#540
- 541#541
- 542#542
- 539#539