Mathematical Indicator Codes Reference

Comprehensive guide to mathematical symbols, notation, and indicator codes

Basic Operations

+

Addition / Plus

Binary operation for adding two numbers

a + b
βˆ’

Subtraction / Minus

Binary operation for subtracting numbers

a βˆ’ b
Γ—

Multiplication

Product of two numbers

a Γ— b, a Β· b, or ab
Γ·

Division

Quotient of two numbers

a Γ· b, a / b, or a/b
=

Equals

Equality relation

a = b
β‰ 

Not Equal

Inequality relation

a β‰  b

Comparison & Inequalities

<

Less Than

a is smaller than b

a < b
>

Greater Than

a is larger than b

a > b
≀

Less Than or Equal

a is smaller than or equal to b

a ≀ b
β‰₯

Greater Than or Equal

a is larger than or equal to b

a β‰₯ b
β‰ˆ

Approximately Equal

a is approximately equal to b

a β‰ˆ b
≑

Identical / Equivalent

a is identical or equivalent to b

a ≑ b

Advanced Operations

√

Square Root

Principal square root

√a or a^(1/2)
βˆ›

Cube Root

Cubic root

βˆ›a or a^(1/3)
xΒ²

Exponentiation

Raise to power

x^n or x**n
|x|

Absolute Value

Distance from zero

|x| or abs(x)
n!

Factorial

Product of integers from 1 to n

n! = n Γ— (n-1) Γ— ... Γ— 2 Γ— 1
%

Modulo / Remainder

Remainder after division

a mod b or a % b

Greek Letters & Constants

Ο€

Pi

Ratio of circumference to diameter

Ο€ β‰ˆ 3.14159...
e

Euler's Number

Natural logarithm base

e β‰ˆ 2.71828...
Ο†

Golden Ratio (Phi)

Golden proportion

Ο† = (1 + √5) / 2 β‰ˆ 1.618
∞

Infinity

Unbounded quantity

lim (xβ†’βˆž)
Ξ£

Sigma (Summation)

Sum of a sequence

Ξ£(i=1 to n) aα΅’
∏

Pi (Product)

Product of a sequence

∏(i=1 to n) aᡒ

Set Theory & Logic

∈

Element Of

a is an element of set A

a ∈ A
βˆ‰

Not Element Of

a is not an element of set A

a βˆ‰ A
βˆͺ

Union

Elements in A or B or both

A βˆͺ B
∩

Intersection

Elements in both A and B

A ∩ B
βŠ‚

Subset

A is a subset of B

A βŠ‚ B
βˆ…

Empty Set

Set with no elements

βˆ… or {}