Algebraic Surface
The set of Roots of a Polynomial 
. An algebraic surface is said to be of degree 
, where
is the maximum sum of powers of all terms 
. The following table lists the names of algebraicsurfaces of a given degree.
| Order | Surface |
| 3 | Cubic Surface |
| 4 | Quartic Surface |
| 5 | Quintic Surface |
| 6 | Sextic Surface |
| 7 | Heptic Surface |
| 8 | Octic Surface |
| 9 | Nonic Surface |
| 10 | Decic Surface |
References
Fischer, G. (Ed.). Mathematical Models from the Collections of Universities and Museums. Braunschweig, Germany: Vieweg, p. 7, 1986.
- Bellows Conjecture
- Bell Polynomial
- Bell Triangle
- Beltrami Differential Equation
- Beltrami Field
- Beltrami Identity
- Bend (Curvature)
- Bend (Knot)
- Benford's Law
- Benham's Wheel
- Bennequin's Conjecture
- Benson's Formula
- Ber
- Beraha Constants
- Berger-Kazdan Comparison Theorem
- Bergman Kernel
- Bergman Space
- Bernoulli Differential Equation
- Bernoulli Distribution
- Bernoulli Function
- Bernoulli Inequality
- Bernoulli Lemniscate
- Bernoulli Number
- Bernoulli Polynomial
- Bernoulli's Paradox