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bilinear

Bilinear vs Bilineal - What's the difference?

bilinear | bilineal |


As adjectives the difference between bilinear and bilineal

is that bilinear is linear (preserving linear combinations) in each variable while bilineal is tracing descent through both the patriline and the matriline.

As a noun bilinear

is a bilinear function.

Bilinearly vs Bilinear - What's the difference?

bilinearly | bilinear | Derived terms |

Bilinearly is a derived term of bilinear.


As an adverb bilinearly

is (mathematics) in a bilinear fashion.

As an adjective bilinear is

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

As a noun bilinear is

(maths) a bilinear function.

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.

Variable vs Bilinear - What's the difference?

variable | bilinear |


As nouns the difference between variable and bilinear

is that variable is variable 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.

Function vs Bilinear - What's the difference?

function | bilinear |


As nouns the difference between function and bilinear

is that function is what something does or is used for while bilinear is (maths) a bilinear function.

As a verb function

is to have a function.

As an adjective bilinear is

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