index of inequalities
Inequalities for reals and complex numbers
-
1.
The triangle inequality. If are real numbers, then
-
2.
Nesbitt’s inequality
-
3.
Young’s inequality (http://planetmath.org/YoungInequality)
-
4.
Bernoulli’s inequality
-
5.
Schur’s inequality
- 6.
Inequalities in an inner product space
-
1.
Cauchy-Schwarz-Bunyakovsky inequality (http://planetmath.org/CauchySchwarzInequality)
-
2.
Bessel inequality
-
3.
Peetre’s inequality
Inequalities for sequences
- 1.
-
2.
MacLaurin’s inequality
-
3.
Carleman’s inequality
- 4.
- 5.
-
6.
Chebyshev’s inequality and the rearrangement inequality
-
7.
Muirhead’s theorem
Inequalities for functions
-
1.
Jordan’s inequality for
-
2.
Jensen’s inequality
-
3.
Gronwall’s inequality
-
4.
Hölder inequality
-
5.
Young’s inequality
-
6.
Wirtinger’s inequality
Geometric inequalities
- 1.
-
2.
Weizenbock’s inequality
- 3.
Inequalities in number theory
-
1.
inequality for fractions (http://planetmath.org/SummedNumeratorAndSummedDenominator)
- 2.
Matrix inequalities
-
1.
Schur’s inequality (http://planetmath.org/ShursInequality)
-
2.
Hadamard’s inequality
- 3.
-
4.
Weyl’s inequality
- 5.
Inequalities for cardinal numbers
-
1.
Cantor’s theorem
-
2.
König’s theorem
Inequalities for random variables
-
1.
Markov’s inequality
-
2.
Kolmogorov’s inequality
-
3.
Chebyshev’s inequality (http://planetmath.org/ChebyshevsInequality2)
Inequalities in order theory
-
1.
distributive inequalities
Title | index of inequalities |
---|---|
Canonical name | IndexOfInequalities |
Date of creation | 2013-03-22 15:41:13 |
Last modified on | 2013-03-22 15:41:13 |
Owner | matte (1858) |
Last modified by | matte (1858) |
Numerical id | 15 |
Author | matte (1858) |
Entry type | Topic |
Classification | msc 54C30 |
Classification | msc 26-00 |
Classification | msc 12D99 |
Related topic | QuadraticInequality |