Lingaku- self adjointmathematics
noun (common) (futsuumeishi); adjectival nouns or quasi-adjectives (keiyodoshi)
Forms
Generated definitions (experimental)
- self adjoint
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.
Generated collocations (experimental)
じこきょうやく自己共役であるto be self-adjointじこきょうやく自己共役さようそ作用素self-adjoint operatorじこきょうやく自己共役ぎょうれつ行列self-adjoint matrixじこきょうやく自己共役のせいしつ性質properties of self-adjointnessじこきょうやく自己共役でないto be non-self-adjointじこきょうやく自己共役のじょうけん条件conditions for self-adjointnessじこきょうやく自己共役のていり定理theorem of self-adjointness