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| → | Implies |
| ↔ | Implies and implied by |
| < | Less than |
| ≤ | Less than or equal to |
| > | Greater than |
| ≥ | Greater than or equal to |
| C | The set of complex numbers |
| The set of real numbers | |
| Q | The set of rational numbers |
| Z | The set of integers |
| The set of natural numbers | |
| Is an element of | |
| Is a subset of | |
| Union | |
| Intersection | |
| [a, b] | {x |
| (a, b) | {x |
| (a, b) | {x |
| (a, b] | {x |
| (r, ∞) | {x |
| [r, ∞) | {x |
| (-∞, r) | {x |
| (-∞, r] | {x |
| P(A) | The power set of A = The set of all subsets of A |
| aRb | a is related to b under the relation R |
| [x] | The equivalence class of x under the equivalence relation R |
| OR | |
| AND | |
| Implies (tautological) | |
| ↔ | Implies and implied by (tautological) |
| For all | |
| There exists |
| Combination of r objects out of n objects | |
| nPr | Permutation of r objects out of n objects |
| The greatest integer less than or equal to x |
| a | a - b is a multiple of m |
| Symbols denoting binary operations | |
| Addition modulo n | |
| Multiplication modulo m | |
| GLn( | The set of all non-singular n × n matrices with real entries |
| SLn( | The set of all n × n matrices with a determinant value as 1 |
| G = (V, E, | A graph whose vertex set is V, edge set is E and |
| deg(υ) | The degree of a vertex υ |
| n (G) | The number of connected components of a graph G |
| ≤ | A partial order |
| a | sup{a, b} |
| a | inf {a, b} |
| P(A) | The probability of the event A |
| Ac = | The event that A does not occur |
| A | The event that either A or B occurs |
| AB = A | The event that both A and B occur |