Details:
Title | Conditional independences in Gaussian vectors and rings of polynomials | Author(s) | Frantisek Matus | Type | Technical Report, Misc | Abstract | Inference among the conditional independences in nondegenerate Gaussian vectors is studied by algebraic techniques. A general method to prove implications involving the conditional independences is presented. The method relies on computation of a Groebner basis. Examples of the implications are discussed. |
File |
| Language | English | Year | 2002 | Month | November | Edition | 0 | Translation |
No | Refereed |
No |
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