Stable Type
A Polynomial equation whose Roots all have Negative Real Parts. For a Real Quadratic Equation
the stability conditions are
. For a Real Cubic Equation
the stability conditions are
and 
.
References
Birkhoff, G. and Mac Lane, S. A Survey of Modern Algebra, 3rd ed. New York: Macmillan, pp. 108-109, 1965.
- Wynn's Epsilon Method
- Wythoff Array
- Wythoff Construction
- Wythoff's Game
- Wythoff Symbol
- x-Axis
- Xi Function
- x-Intercept
- XOR
- Yacht
- Yanghui Triangle
- y-Axis
- Yff Center of Congruence
- Yff Points
- Yff Triangles
- y-Intercept
- Yin-Yang
- Young Diagram
- Young Girl-Old Woman Illusion
- Young Inequality
- Young's Integral
- Young Tableau
- Z
- Z-
- Z+