logarithmic series
For−1< x ≤ 1 the series converges to ln(1 + x). For x a complex number, with |x| ≤ 1 and x ≠−1, the series converges to a branch of log(1 + x), where log denotes the complex logarithm.
- surface integral
- surface of revolution
- surjection
- suvat
- syllogism
- Sylow's theorems
- Sylvester's equation
- Sym
- symbol
- symbolic logic
- symmetrical about a line
- symmetrical about a point
- symmetric design
- symmetric difference
- symmetric function
- symmetric group
- symmetric matrix
- symmetric relation
- symmetry
- symmetry group
- symplectic geometry
- symplectic group
- synthetic geometry
- systematic error
- systematic sampling