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Bilinearization vs Bilinear - What's the difference?

bilinearization | bilinear | Derived terms |

Bilinearization is a derived term of bilinear.


In maths|lang=en terms the difference between bilinearization and bilinear

is that bilinearization is (maths) a process that makes a function bilinear while bilinear is (maths) a bilinear function.

As nouns the difference between bilinearization and bilinear

is that bilinearization is (maths) a process that makes a function bilinear while bilinear is (maths) a bilinear function.

As an adjective bilinear is

(mathematics|of a function in two variables) linear (preserving linear combinations) in each variable.

bilinearization

English

Noun

(en noun)
  • (maths) A process that makes a function bilinear

    • bilinear

    English

    Adjective

    (-)
  • (mathematics, of a function in two variables) Linear (preserving linear combinations) in each variable.
    • The function f(x,y)=xy is bilinear , because f(ax+bu,y)=a·f(x,y)+b·f(u,y) and f(x,ay+bv)=a?f(x,y)+b·f(x,v) for all values.
  • (physics) Relating to or consisting of two linear functions.
    • bilinear isotropic hardening

    Derived terms

    * bilinearization * bilinearly

    Noun

    (en noun)
  • (maths) A bilinear function

    • Anagrams

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