Hyperbolic Map
A linear Map 
is hyperbolic if none of its Eigenvalues has modulus 1. Thismeans that can be written as a direct sum of two 
-invariant Subspaces 
and 
(where 
stands for stable and 
for unstable). This means that there exist constants 
and
such that
for
, 1, ....See also Pesin Theory- Catalan Solid
- Catalan's Problem
- Catalan's Surface
- Catalan's Triangle
- Catalan's Trisectrix
- Catastrophe
- Catastrophe Theory
- Categorical Game
- Categorical Variable
- Category
- Category Theory
- Catenary
- Catenary Evolute
- Catenary Involute
- Catenary Radial Curve
- Catenoid
- Caterpillar Graph
- Cat Map
- Cattle Problem of Archimedes
- Cauchy Binomial Theorem
- Cauchy Boundary Conditions
- Cauchy Criterion
- Cauchy Distribution
- Cauchy Equation
- Cauchy Functional Equation