英和和英

発音

• 韻: -ɛktɪk

形容詞

subsymplectic (not comparable)

1. (mathematics) This term needs a definition. Please help out and add a definition, then remove the text {{rfdef}}.
   • 2016, Clement Guerin, “Alternate modules are subsymplectic”, in arXiv‎^[1]:

     We shall prove that any alternate module is subsymplectic, i.e. if ${\\displaystyle (A,\\phi )}$ has a Lagrangian of cardinal ${\\displaystyle n}$ then there exists an abelian group ${\\displaystyle B}$ of order ${\\displaystyle n}$ such that ${\\displaystyle (A,\\phi )}$ is a submodule of the standard symplectic module ${\\displaystyle B\\times B^{*}}$.