Viewing topic: Negative Semidefinite

See sub-topics for Negative Semidefinite ... >> Mathematics >> Abstract Algebra >> Negative Semidefinite

Highest Rated Sign

No video has been submitted for this term

Nobody has posted a sign yet.

Negative Semidefinite

  • Definition: Let V be a real vector space. A symmetric form on V is negative semi-definite if <v,v> <= 0 for all nonzero vectors v.

    Source: Algebra, second edition by Michael Artin

  • Listed under: Abstract Algebra, Differential Equations

  • There are no comments for this topic.