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3. On Vanishing Aggregates of Determinants
Published online by Cambridge University Press: 15 September 2014
Extract
In a paper communicated to the Berlin Academy on 27th July 1882, Kronecker pointed out that certain sets of minors of any axisymmetric determinant are connected by a linear relation, or, as I have tried to put it more definitely in the present title, that certain aggregates of minors are equal to zero. This discovery has attracted considerable attention in Germany, as the list of papers herewith given suffices to show.
- Type
- Proceedings 1887-88
- Information
- Copyright
- Copyright © Royal Society of Edinburgh 1889
References
note * page 96 Kronecker, L., “Die Subdeterminanten symmetrischer Systeme,” Sitzungsb. d. k. Akad. d. Wiss., 1882, pp. 821–824.Google Scholar
note * page 97 Runge, C. “Die linearen Relationen zwisehen den verschiedenen Subdeterminanten symmetrischer Systeme,” Crelle's Journ., xciii. pp. 319–327.
Mehmke, R. “Bemerkung über die Subdeterminanten symmetrischer Systeme,” Math. Annalen, xxvi. pp. 209, 210.
Schendel, L. “Der Kronecker'sche Subdetermintensatz,” Zeitsch. f. Math, u. Phys., xxxii. pp. 119, 120.