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Analysis of a general theorem concerning two non-commuting Hermitian matrices: Quantum mechanical implications for ground and excited states

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Chicago
Carbo-Dorca Carre, Ramon, and Patrick Bultinck. 2003. “Analysis of a General Theorem Concerning Two Non-commuting Hermitian Matrices: Quantum Mechanical Implications for Ground and Excited States.” Journal of Mathematical Chemistry 34 (1-2): 75–82.
APA
Carbo-Dorca Carre, R., & Bultinck, P. (2003). Analysis of a general theorem concerning two non-commuting Hermitian matrices: Quantum mechanical implications for ground and excited states. JOURNAL OF MATHEMATICAL CHEMISTRY, 34(1-2), 75–82.
Vancouver
1.
Carbo-Dorca Carre R, Bultinck P. Analysis of a general theorem concerning two non-commuting Hermitian matrices: Quantum mechanical implications for ground and excited states. JOURNAL OF MATHEMATICAL CHEMISTRY. KLUWER ACADEMIC/PLENUM PUBL; 2003;34(1-2):75–82.
MLA
Carbo-Dorca Carre, Ramon, and Patrick Bultinck. “Analysis of a General Theorem Concerning Two Non-commuting Hermitian Matrices: Quantum Mechanical Implications for Ground and Excited States.” JOURNAL OF MATHEMATICAL CHEMISTRY 34.1-2 (2003): 75–82. Print.
@article{332934,
  author       = {Carbo-Dorca Carre, Ramon and Bultinck, Patrick},
  issn         = {0259-9791},
  journal      = {JOURNAL OF MATHEMATICAL CHEMISTRY},
  language     = {eng},
  number       = {1-2},
  pages        = {75--82},
  publisher    = {KLUWER ACADEMIC/PLENUM PUBL},
  title        = {Analysis of a general theorem concerning two non-commuting Hermitian matrices: Quantum mechanical implications for ground and excited states},
  volume       = {34},
  year         = {2003},
}

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