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Hadamard Logarithmic Series and Inequalities on The parameters of a Strongly Regular Graph
作者:
Luís A. Vieira
DOI:
10.1088/1742-6596/1334/1/012020
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参考文章
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Leonid Faybusovich,
Euclidean Jordan Algebras and Interior-point Algorithms
Positivity.
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2.
F. Alizadeh,
An Introduction to Formally Real Jordan Algebras and Their Applications in Optimization
Springer, Boston, MA.
pp. 297- 337 ,(2012) ,
10.1007/978-1-4614-0769-0_11
3.
Roger A. Horn, Charles R. Johnson,
Matrix Analysis
Cambridge University Press.
,(1985) ,
10.1017/CBO9780511810817
4.
Leonid Faybusovich,
Linear systems in Jordan algebras and primal-dual interior-point algorithms
Journal of Computational and Applied Mathematics.
,vol. 86, pp. 149- 175 ,(1997) ,
10.1016/S0377-0427(97)00153-2
5.
M. Seetharama Gowda, Jiyuan Tao, Melania Moldovan,
Some inertia theorems in Euclidean Jordan algebras
Linear Algebra and its Applications.
,vol. 430, pp. 1992- 2011 ,(2009) ,
10.1016/J.LAA.2008.11.015
6.
Lus Almeida Vieira, Vasco Moço Mano,
Generalized Krein Parameters of a Strongly Regular Graph
Applied Mathematics-a Journal of Chinese Universities Series B.
,vol. 06, pp. 37- 45 ,(2015) ,
10.4236/AM.2015.61005
7.
P. Jordan, J. v. Neumann, E. Wigner,
On an Algebraic Generalization of the Quantum Mechanical Formalism
The Annals of Mathematics.
,vol. 35, pp. 29- 64 ,(1934) ,
10.2307/1968117
8.
Domingos Moreira Cardoso, Luís Almeida Vieira,
On the optimal parameter of a self-concordant barrier over a symmetric cone
European Journal of Operational Research.
,vol. 169, pp. 1148- 1157 ,(2006) ,
10.1016/J.EJOR.2004.11.027
9.
Roman Sznajder, M. Seetharama Gowda, Melania M. Moldovan,
More results on Schur complements in Euclidean Jordan algebras
Journal of Global Optimization.
,vol. 53, pp. 121- 134 ,(2012) ,
10.1007/S10898-011-9734-X
10.
Nathan Jacobson,
Structure and Representations of Jordan Algebras
Colloquium Publications.
,(1968) ,
10.1090/COLL/039
来源期刊
Journal of Physics: Conference Series
IOP Publishing
2019 年,
Volume: 1334, Issue: ,
Page: 012020
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