homogeneous first‐order differential equation
Any such function f can be written as a function of one variable v, where v = y/x. The method of solving homogeneous first‐order differential equations is to let y = vx so that dy/dx = x(dv/dx) + v. The differential equation for v as a function of x that is obtained is always separable.
- truncated cube
- truncated tetrahedron
- truncation
- truth table
- truth value
- t-test
- Tukey, John Wilder
- tuple
- Turing, Alan Mathison
- Turing machine
- turning point
- twin primes
- two-person zero-sum game
- two-sample tests
- two-sided test
- two-tailed test
- Tychonoff space
- Tychonoff's theorem
- Type I error
- Type II error
- typical sequence
- UFD
- UKMT
- ultrametric
- unary operation