Homothetic Position

Two similar figures with Parallel homologous Lines and connectors of Homologous PointsConcurrent at the Homothetic Center are said to be in homothetic position. If two Similar figuresare in the same plane but the corresponding sides are not Parallel, there exists a self-Homologous Point which occupies the same homologous position with respect to the two figures.

• Leech Lattice
• Lefshetz Fixed Point Formula
• Lefshetz's Theorem
• Lefshetz Trace Formula
• Leg
• Legendre Addition Theorem
• Legendre Differential Equation
• Legendre Duplication Formula
• Legendre Function of the First Kind
• Legendre Function of the Second Kind
• Legendre-Gauss Quadrature
• Legendre-Jacobi Elliptic Integral
• Legendre Polynomial
• Legendre Polynomial of the Second Kind
• Legendre Quadrature
• Legendre Relation
• Legendre's Chi-Function
• Legendre's Constant
• Legendre Series
• Legendre's Factorization Method
• Legendre's Formula
• Legendre's Quadratic Reciprocity Law
• Legendre Sum
• Legendre Symbol
• Legendre Transformation