Logistic Growth Curve
The Population Growth law which arises frequently in biology and is given by the differential equation
 | (1) |
is the Malthusian Parameter and 
is the so-called Carrying Capacity (i.e., themaximum sustainable population). Rearranging and integrating both sides gives | (2) |
 | (3) |
 | (4) |
The curve
 | (5) |
- Tetranacci Number
- Tetrix
- Tetromino
- Thales' Theorem
- Theorem
- Theorema Egregium
- Theta Function
- Theta Operator
- Theta Subgroup
- Thiele's Interpolation Formula
- Thiessen Polytope
- Third Curvature
- Thirteenth
- Thomae's Theorem
- Thomassen Graph
- Thompson Group
- Thompson's Functions
- Thom's Eggs
- Collineation
- Cologarithm
- Colon Product
- Colorable
- Coloring
- Columbian Number
- Colunar Triangle