- Path:
-
Linear maps preserving the Cullis’ determinant. III
Files
External resources
Periodical
- Title:
- Special matrices
- Publication:
-
Warsaw: De Gruyter, Versita
- Note:
- Gesehen am 23.01.14
- Open Access
- Namensnennung 4.0 International
- Scope:
- Online-Ressource
- ISSN:
- 2300-7451
- ZDB-ID:
-
2753755-9
- VÖBB-Katalog:
- 35278167
- Keywords:
- Zeitschrift
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Free Access
- Title:
- Special matrices
- Publication:
-
Warsaw: De Gruyter, Versita
- Note:
- Gesehen am 23.01.14
- Open Access
- Namensnennung 4.0 International
- Scope:
- Online-Ressource
- ISSN:
- 2300-7451
- ZDB-ID:
-
2753755-9
- VÖBB-Katalog:
- 35278167
- Keywords:
- Zeitschrift
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Free Access
Article
- Title:
- Linear maps preserving the Cullis’ determinant. III
- Publication:
-
Warsaw: De Gruyter, Versita, 2026
- Language:
- English
- Information:
- Abstract: This paper is the third in the series of papers devoted to the explicit description of linear maps preserving the Cullis’ determinant of rectangular matrices of size n × k with entries belonging to an arbitrary ground field which is large enough. In this part we study the remaining case where k = 3 and n ≥ k + 2 = 5 and prove that every linear map preserving the Cullis’ determinant admits the same description as for the case where k ≥ 4 and n ≥ k + 2 obtained previously.
- Scope:
- Online-Ressource
- Note:
- Open Access
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Cullis’ determinant ; linear preservers ; rectangular matrices ; 15A15 ; 15A86 ; 47B49
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- CC BY
- Accessibility:
- Free Access
- Title:
- Linear maps preserving the Cullis’ determinant. III
- Publication:
-
Warsaw: De Gruyter, Versita, 2026
- Language:
- English
- Information:
- Abstract: This paper is the third in the series of papers devoted to the explicit description of linear maps preserving the Cullis’ determinant of rectangular matrices of size n × k with entries belonging to an arbitrary ground field which is large enough. In this part we study the remaining case where k = 3 and n ≥ k + 2 = 5 and prove that every linear map preserving the Cullis’ determinant admits the same description as for the case where k ≥ 4 and n ≥ k + 2 obtained previously.
- Scope:
- Online-Ressource
- Note:
- Open Access
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Cullis’ determinant ; linear preservers ; rectangular matrices ; 15A15 ; 15A86 ; 47B49
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- CC BY
- Accessibility:
- Free Access
