[ | 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 | | |