[ |
Left Square Bracket (opening) |
[ |
U+005B |
⌥5 |
Alt 0091 |
] |
Right Square Bracket (closing) |
] |
U+005D |
⌥6 |
Alt 0093 |
{ |
Left Curly Bracket (opening) |
{ |
U+007B |
⌥8 |
Alt 0123 |
} |
Right Curly Bracket (closing) |
} |
U+007D |
⌥9 |
Alt 0125 |
⟨ |
Left Angle Bracket (opening) |
⟨ |
U+3008 |
|
|
⟩ |
Right Angle Bracket (closing) |
⟩ |
U+3009 |
|
|
∼ |
Similar To |
∼ |
U+223C |
|
|
≈ |
Asymptotic To / Almost Equal To |
≈ |
U+2248 |
⌥X |
|
≅ |
Congruent |
≅ |
U+2245 |
|
|
≡ |
Equivalent / Identical To |
≡ |
U+2261 |
|
|
≠ |
Not Equal To |
≠ |
U+2260 |
⌥0 |
|
− |
Minus Sign |
− |
U+2212 |
|
|
± |
Plus-minus Sign |
± |
U+00B1 |
⌥+ |
Alt 0177 |
√ |
Radical Sign ("square Root") |
√ |
U+221A |
⌥V |
|
⋅ |
Dot Operator / Interpunct |
⋅ |
U+22C5 |
⇧⌥9 |
|
× |
Multiplication Sign / Times Sign |
× |
U+00D7 |
|
Alt 0215 |
∗ |
Asterisk Operator |
∗ |
U+002A |
|
|
÷ |
Division Sign (obelus) |
÷ |
U+00F7 |
⇧⌥. |
Alt 0241 |
¼ |
Fraction One Quarter |
¼ |
U+00BC |
|
Alt 0188 |
½ |
Fraction One Half |
½ |
U+00BD |
|
Alt 0189 |
¾ |
Fraction Three Quarters |
¾ |
U+00BE |
|
Alt 1090 |
∝ |
Proportional To |
∝ |
U+221D |
|
|
∞ |
Infinity Sign |
∞ |
U+221E |
⌥, |
|
< |
Less Than |
< |
U+003C |
|
Alt 0060 |
≤ |
Less Than Or Equal To |
≤ |
U+2264 |
⌥< |
|
> |
Greater Than |
> |
U+003E |
|
Alt 0062 |
≥ |
Greater Than Or Equal To |
≥ |
U+2265 |
⇧⌥< |
|
ƒ |
Mathematical Function F(x) |
ƒ |
U+0192 |
⌥F |
Alt 0131 |
∫ |
Integral |
∫ |
U+222B |
⌥B |
|
∂ |
Partial Differential |
∂ |
U+2202 |
⌥D |
|
∠ |
Angle |
∠ |
U+2220 |
|
|
⊥ |
Perpendicular To / Orthogonal To |
⊥ |
U+22A5 |
|
|
° |
Degree Sign |
° |
U+00B0 |
⇧⌥Ü |
Alt 0176 |
′ |
Minutes |
′ |
U+2032 |
|
|
″ |
Seconds |
″ |
U+2033 |
|
|
⊕ |
Direct Sum |
⊕ |
U+2295 |
|
|
⊗ |
Tensor Product |
⊗ |
U+2297 |
|
|
∇ |
Nabla / Differential Operator |
∇ |
U+2207 |
|
|
⋅ |
Dot Operator / Scalar Product |
⋅ |
U+22C5 |
⇧⌥9 |
|
× |
Cross Product |
× |
U+00D7 |
|
Alt 0215 |
∧ |
And (logical Conjunction) |
∧ |
U+2227 |
|
|
∨ |
Or (logical Disjunction) |
∨ |
U+2228 |
|
|
¬ |
Not Sign (negation) |
¬ |
U+00AC |
|
Alt 0172 |
∴ |
Therefore |
∴ |
U+2234 |
|
|
∈ |
Element Of |
∈ |
U+2208 |
|
|
∉ |
Not An Element Of |
∉ |
U+2209 |
|
|
∋ |
Contains As Member |
∋ |
U+220B |
|
|
∀ |
For All |
∀ |
U+2200 |
|
|
∃ |
Exists |
∃ |
U+2203 |
|
|
∅ |
Empty Set / Diameter |
∅ |
U+2205 |
|
|
∩ |
Intersection / Cap |
∩ |
U+2229 |
|
|
∪ |
Union / Cup |
∪ |
U+222A |
|
|
⊃ |
Superset Of |
⊃ |
U+2283 |
|
|
⊇ |
Superset Of Or Equal To |
⊇ |
U+2287 |
|
|
⊂ |
Subset Of |
⊂ |
U+2282 |
|
|
⊆ |
Subset Of Or Equal To |
⊆ |
U+2286 |
|
|
⊄ |
Not A Subset Of |
⊄ |
U+2284 |
|
|
→ |
Material Conditional (implication) Rightwards Arrow |
→ |
U+2192 |
|
|