Preferred language:

This is the default search language used by BabelNet
Select the main languages you wish to use in BabelNet:
Selected languages will be available in the dropdown menus and in BabelNet entries
Select all

A

B

C

D

E

F

G

H

I

J

K

L

M

N

O

P

Q

R

S

T

U

V

W

X

Y

Z

all preferred languages
    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

IS A
NAMED AFTER
    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19     •     Categories: Invariant theory

  Cayley's Ω process · Cayley's omega process · Cayley-Capelli operator · Cayley omega process · Cayley operator

In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

NAMED AFTER
    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

NAMED AFTER
    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

NAMED AFTER
    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

    •     bn:01504462n     •     NOUN     •     Concept    •     Updated on 2019/03/19

 No term available

 In mathematics, Cayley's Ω process, introduced by Arthur Cayley, is a relatively invariant differential operator on the general linear group, that is used to construct invariants of a group action. Wikipedia

NAMED AFTER

Translations

cayley's ω process, cayley's omega process, cayley-capelli operator, cayley omega process, cayley operator, cayley ω process, cayley–capelli operator, omega operator, omega process

Categories

Wikipedia categories

External Links