Torsion (Group Theory)

If is a Group, then the torsion elements of (also called the torsion of ) aredefined to be the set of elements in such that for some Natural Number , where is the Identity Element of the Group .

In the case that is Abelian, is a Subgroup and is called thetorsion subgroup of . If consists only of the Identity Element, the Group is calledtorsion-free.

• Radical Integer
• Radical Line
• Radicand
• Radius
• Radius (Graph)
• Radius of Convergence
• Radius of Curvature
• Radius of Gyration
• Radius of Torsion
• Radius Vector
• Radix
• Radon-Nikodym Theorem
• Radon Transform
• Radon Transform--Cylinder
• Radon Transform--Delta Function
• Radon Transform--Gaussian
• Radon Transform--Square
• Rado's Sigma Function
• Railroad Track Problem
• Ramanujan 6-10-8 Identity
• Ramanujan Constant
• Ramanujan Continued Fraction
• Ramanujan Cos/Cosh Identity
• Ramanujan-Eisenstein Series
• Ramanujan Function