【じこきょうやく】

    noun (common) (futsuumeishi); adjectival nouns or quasi-adjectives (keiyodoshi)
  1. self adjointmathematics
Forms
  • 【じこきょうやく】
  • じこきょうやく
Generated definitions (experimental)
  1. self adjoint
    2. This term is used in mathematics, particularly in linear algebra and functional analysis, to describe an operator that is equal to its own adjoint, meaning that it has certain symmetrical properties in relation to inner products.
    This matrix is self adjoint.
    All self adjoint operators have real eigenvalues.
Generated collocations (experimental)
to be self-adjointself-adjoint operatorself-adjoint matrixproperties of self-adjointnessto be non-self-adjointconditions for self-adjointnesstheorem of self-adjointness
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