Finite

A Set which contains a Nonnegative integral number of elements is said to be finite. A Set which is notfinite is said to be Infinite. A finite or Countably Infinite Set is said to be Countable. While the meaning of the term ``finite'' is fairly clear in common usage, precise definitions of Finite andInfinite are needed in technical mathematics and especially in Set Theory.

• Neumann Boundary Conditions
• Neumann Function
• Neumann Polynomial
• Neumann Series (Bessel Function)
• Neumann Series (Integral Equation)
• Neusis Construction
• Neville's Algorithm
• Neville Theta Function
• Newcomb's Paradox
• Newman-Conway Sequence
• Newton-Cotes Formulas
• Newtonian Form
• Newton Number
• Newton-Raphson Fractal
• Newton-Raphson Method
• Newton's Backward Difference Formula
• Newton's Diverging Parabolas
• Newton's Divided Difference Interpolation Formula
• Newton's Formulas
• Newton's Forward Difference Formula
• Newton's Identities
• Newton's Iteration
• Newton's Method
• Newton's Parallelogram
• Newton's Relations