8706 |
∂ |
∂ |
∂ |
\002202 |
0x2202 |
Partial differential |
8707 |
∃ |
∃ |
∃ |
\002203 |
0x2203 |
There exists |
8709 |
∅ |
∅ |
∅ |
\002205 |
0x2205 |
Empty set, null set, diameter |
8711 |
∇ |
∇ |
∇ |
\002207 |
0x2207 |
Nabla, backward difference |
8712 |
∈ |
∈ |
∈ |
\002208 |
0x2208 |
Element of |
8713 |
∉ |
∉ |
∉ |
\002209 |
0x2209 |
Not an element of |
8715 |
∋ |
∋ |
∋ |
\00220b |
0x220b |
Contains as member |
8719 |
∏ |
∏ |
∏ |
\00220f |
0x220f |
n-ary product |
8721 |
∑ |
∑ |
∑ |
\002211 |
0x2211 |
n-ary sumation |
8722 |
− |
− |
− |
\002212 |
0x2212 |
Minus sign |
8723 |
∓ |
∓ |
|
\002213 |
0x2213 |
Minus-or-plus sign |
8724 |
∔ |
∔ |
|
\002214 |
0x2214 |
Dot plus |
8725 |
/ |
∕ |
|
\002215 |
0x2215 |
Division slash |
8726 |
\ |
∖ |
|
\002216 |
0x2216 |
Set minus |
8727 |
∗ |
∗ |
∗ |
\002217 |
0x2217 |
Asterisk operator |
8730 |
√ |
√ |
√ |
\00221a |
0x221a |
Square root |
8731 |
∛ |
∛ |
|
\00221b |
0x221b |
Cube Root |
8732 |
∜ |
∜ |
|
\00221c |
0x221c |
Root |
8733 |
∝ |
∝ |
∝ |
\00221d |
0x221d |
Proportional to |
8734 |
∞ |
∞ |
∞ |
\00221e |
0x221e |
Infinity |
8736 |
∠ |
∠ |
∠ |
\002220 |
0x2220 |
Angle |
8743 |
∧ |
∧ |
∧ |
\002227 |
0x2227 |
Logical AND, or wedge |
8745 |
∩ |
∩ |
∩ |
\002229 |
0x2229 |
Intersection, or cap |
8746 |
∪ |
∪ |
∪ |
\00222a |
0x222a |
Union, or cup |
8747 |
∫ |
∫ |
∫ |
\00222b |
0x222b |
Integral |
8748 |
∬ |
∬ |
|
\00222c |
0x222c |
Double integral |
8749 |
∭ |
∭ |
|
\00222d |
0x222d |
Triple integral |
8750 |
∮ |
∮ |
|
\00222e |
0x222e |
Line integral |
8751 |
∯ |
∯ |
|
\00222f |
0x222f |
Double line integral |
8752 |
∰ |
∰ |
|
\002230 |
0x2230 |
Triple line integral |
8756 |
∴ |
∴ |
∴ |
\002234 |
0x2234 |
Therefore |
8757 |
∵ |
∵ |
|
\002235 |
0x2235 |
Because sign |
8758 |
: |
∶ |
|
\002236 |
0x2236 |
Ratio |
8759 |
∷ |
∷ |
|
\002237 |
0x2237 |
Proportion |
8763 |
∻ |
∻ |
|
\00223b |
0x223b |
Homothetic preferences |
8764 |
∼ |
∼ |
∼ |
\00223c |
0x223c |
Tilde operator, or varies with |
8765 |
∽ |
∽ |
|
\00223d |
0x223d |
Approximation |
8768 |
≀ |
≀ |
|
\002240 |
0x2240 |
Wreath product |
8773 |
≅ |
≅ |
≅ |
\002245 |
0x2245 |
Approximately equal to |
8776 |
≈ |
≈ |
≈ |
\002248 |
0x2248 |
Almost equal to, asymptotic to |
8800 |
≠ |
≠ |
≠ |
\002260 |
0x2260 |
Not equal to |
8801 |
≡ |
≡ |
≡ |
\002261 |
0x2261 |
Identical to |
8804 |
≤ |
≤ |
≤ |
\002264 |
0x2264 |
Less-than or equal to |
8805 |
≥ |
≥ |
≥ |
\002265 |
0x2265 |
Greater-than or equal to |
8834 |
⊂ |
⊂ |
⊂ |
\002282 |
0x2282 |
Subset of |
8835 |
⊃ |
⊃ |
⊃ |
\002283 |
0x2283 |
Superset of |
8836 |
⊄ |
⊄ |
⊄ |
\002284 |
0x2284 |
Not a subset of |
8838 |
⊆ |
⊆ |
⊆ |
\002286 |
0x2286 |
Subset of or equal to |
8839 |
⊇ |
⊇ |
⊇ |
\002287 |
0x2287 |
Superset of or equal to |
8853 |
⊕ |
⊕ |
⊕ |
\002295 |
0x2295 |
Circled plus, direct sum |
8854 |
⊖ |
⊖ |
|
\002296 |
0x2296 |
Circled minus |
8855 |
⊗ |
⊗ |
⊗ |
\002297 |
0x2297 |
Circled times, vector product |
8856 |
⊘ |
⊘ |
|
\002298 |
0x2298 |
Circled divide |
8857 |
⊙ |
⊙ |
|
\002299 |
0x2299 |
Circled dot |
8858 |
⊚ |
⊚ |
|
\00229a |
0x229a |
Circled circle |
8859 |
⊛ |
⊛ |
|
\00229b |
0x229b |
Circled asterisk |
8860 |
⊜ |
⊜ |
|
\00229c |
0x229c |
Circled equals |
8861 |
⊝ |
⊝ |
|
\00229d |
0x229d |
Circled minus |
8869 |
⊥ |
⊥ |
⊥ |
\0022a5 |
0x22a5 |
Up tack, orthogonal to, perpendicular |
8870 |
⊦ |
⊦ |
∨ |
\0022a6 |
0x22a6 |
Logical OR, or vee |
8901 |
⋅ |
⋅ |
⋅ |
\0022c5 |
0x22c5 |
Dot operator |
8968 |
⌈ |
⌈ |
|
\002308 |
0x2308 |
Left ceiling, a.k.a. apl upstile |
8969 |
⌉ |
⌉ |
|
\002309 |
0x2309 |
Right ceiling |
8970 |
⌊ |
⌊ |
|
\00230a |
0x230a |
Left floor, apl downstile |
8971 |
⌋ |
⌋ |
|
\00230b |
0x230b |
Right floor |
9642 |
▪ |
▪ |
|
\0025aa |
0x25aa |
Black small square |
9673 |
◉ |
◉ |
|
\0025c9 |
0x25c9 |
Fisheye |
9674 |
◊ |
◊ |
|
\0025ca |
0x25ca |
Lozenge |
9675 |
○ |
○ |
|
\0025cb |
0x25cb |
White circle |
9678 |
◎ |
◎ |
|
\0025ce |
0x25ce |
Bullseye |
9734 |
☆ |
☆ |
|
\002606 |
0x2606 |
White 5 point star |