En algèbre linéaire, l'espace vectoriel conjugué d'un espace vectoriel complexe est un nouvel espace vectoriel obtenu en modifiant la définition du produit par les scalaires.

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  • En algèbre linéaire, l'espace vectoriel conjugué d'un espace vectoriel complexe est un nouvel espace vectoriel obtenu en modifiant la définition du produit par les scalaires.
  • In mathematics, the (formal) complex conjugate of a complex vector space is the complex vector space consisting of all formal complex conjugates of elements of . That is, is a vector space whose elements are in one-to-one correspondence with the elements of with the following rules for addition and scalar multiplication:Here and are vectors in , is a complex number, and denotes the complex conjugate of .More concretely, the complex conjugate vector space is the same underlying real vector space (same set of points, same vector addition and real scalar multiplication) with the conjugate linear complex structure J (different multiplication by i).
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  • En algèbre linéaire, l'espace vectoriel conjugué d'un espace vectoriel complexe est un nouvel espace vectoriel obtenu en modifiant la définition du produit par les scalaires.
  • In mathematics, the (formal) complex conjugate of a complex vector space is the complex vector space consisting of all formal complex conjugates of elements of .
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  • Espace vectoriel conjugué
  • Przestrzeń sprzężona w sensie sprzężenia zespolonego
  • Complex conjugate vector space
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