【だいすうへいたい】

    noun (common) (futsuumeishi)
  1. algebraically closed fieldmathematics
Forms
  • 【だいすうへいたい】
  • だいすうへいたい
Generated definitions (experimental)
  1. algebraically closed field
    2. This term is used in mathematics to refer to a field in which every non-constant polynomial has a root. It is a foundational concept in algebraic geometry and abstract algebra.
    The concept of an algebraically closed field is important in algebraic geometry because every non-constant polynomial has a root.
    We can consider examples of polynomials that have solutions within an algebraically closed field.
Generated collocations (experimental)
to be an algebraically closed fieldextension of an algebraically closed fieldproperties of an algebraically closed fieldexamples of algebraically closed fieldsembedding into an algebraically closed fieldtopological structure of an algebraically closed fieldpolynomials over an algebraically closed fieldisomorphism of algebraically closed fieldsdefinition of an algebraically closed fieldtheory of algebraically closed fields
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