2 edition of **Sequential constructions of orthonormal basis vectors, with statistical applications.** found in the catalog.

Sequential constructions of orthonormal basis vectors, with statistical applications.

Jarvis

- 77 Want to read
- 16 Currently reading

Published
**1972** in [Toronto] .

Written in English

- Matrices,
- Regression analysis,
- Vector analysis

**Edition Notes**

Contributions | Toronto, Ont. University. |

The Physical Object | |
---|---|

Pagination | ii, 138 leaves. |

Number of Pages | 138 |

ID Numbers | |

Open Library | OL14849527M |

AMS Special Session on Statistical Methods in Computational Topology and Applications, I International 9, International Level, Marriott Marquis Organizers: Yu-Min Chung, College of William & Mary [email protected] Sarah Day, College of William & Mary. a.m. Topological Roughness of the Human Red Blood Cell. Yu-Min Chung*, College of William. Pattern recognition has a long history, but before the s it was mostly the output of theoretical research in the area of statistics. As with everything else, the advent of computers increased the demand for practical applications of pattern recognition, which in .

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Sequential constructions of orthonormal basis vectors Given a with statistical applications. book basis, we can turn it into an observable by forgetting the phases of each of the basis vectors, which we formalize by passing to equivalence classes. To construct a vector basis from an observable, we have to choose a phase for each basis element.

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