Hermitian matrix

名词 n.
中文释义
美 /hɝˈmɪ.ʃən ˈmeɪ.tɹɪks/

英文释义

名词 n.
  1. A square matrix A with complex entries that is equal to its own conjugate transpose, i.e., such that A=A^†.
    — Hermitian matrices have real diagonal elements as well as real eigenvalues.

词形变化

Hermitian matrixes plural Hermitian matrices plural hermitian matrix alternative

词源

Named after French mathematician Charles Hermite (1822–1901), who demonstrated in 1855 that such matrices always have real eigenvalues.
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