Considered and introduced by Michel Demazure in the 1970s, the root datum is a widely used approach in the group theory branch of mathematics. It is a speculation of a root system or framework that decides the gathering up to isomorphism. This generally means the the root datum of a linked break up reductive algebraic group on the field.
Projective group
Special linear group
Abelian group
Compact group
Root system
Datum system
Plane system
Curve system
Compact subgroup
Projective subgroup
Planar subgroup
Borel subgroup
Complex numbers
Real numbers
Rational numbers
Irrational numbers
Reducible polynomial
Irreducible polynomial
Constant polynomial
Projective polynomial
Compact group
Lie group
Algebraic group
Planar group
Elliptic curve
Cubic curve
Quadric curve
Projective curve
Jet group
Lie group
Canort group
Nilpotent group
Nature of coefficient
Shape of slope
Number of coefficient
Nature of quotient
Zero
One
Two
Three