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.
Compact group
Lie group
Algebraic group
Planar group
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Zero
One
Two
Three
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Root system
Datum system
Plane system
Curve system
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Compact subgroup
Projective subgroup
Planar subgroup
Borel subgroup
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Reducible polynomial
Irreducible polynomial
Constant polynomial
Projective polynomial
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Jet group
Lie group
Canort group
Nilpotent group
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Complex numbers
Real numbers
Rational numbers
Irrational numbers
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Elliptic curve
Cubic curve
Quadric curve
Projective curve
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Nature of coefficient
Shape of slope
Number of coefficient
Nature of quotient
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