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| Type of publication: | Article |
| Entered by: | |
| Title | Matematické nástroje |
| English Title | Mathematical Tools – Semi-Invariants |
| MESC | |
| Bibtex cite ID | |
| Journal | Obzory matematiky, fyziky a informatiky |
| Year published | 2009 |
| Volume | 38 |
| Number | 2 |
| Pages | 11-15 |
| ISSN | 1335-4981 |
| Abstract | A semi-invariant is the quantity which is changed monotonically and gains only finite values. Semi-invariants are often used in the analysis of evolving systems to show that certain final configurations must occur. Every investigated object of a problem is assigned some value of quantity and is defined a suitable operation on the set of objects. We concentrate on the least"or the greatest value of semi-invariant and we the problem solve by its means. |
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Topics
| =SEE CLASSIFICATION DIFFERENCE FROM OTHERS=
=SEE OWN CLASSIFICATION=
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| BibTeX | BibTeX |
| RIS | RIS |
| Total mark: | 5 |
| Cited by: | |
| Cite: | Vrábel, Peter, Matematické nástroje - Extremálny princíp, in: Obzory matematiky, fyziky a informatiky, volume 38, number 1, pages 31-34, ISSN 1335-4981, 2009.
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