Dec | Hex | Entity | Symbol | Description |
---|---|---|---|---|
∀ | ∀ | ∀ | ∀ | For all |
∁ | ∁ | ∁ | ∁ | Complement |
∂ | ∂ | ∂ | ∂ | Partial differential |
∃ | ∃ | ∃ | ∃ | There exists |
∄ | ∄ | ∄ | ∄ | There does not exist |
∅ | ∅ | ∅ | ∅ | Empty set |
∆ | ∆ | ∆ | Increment | |
∇ | ∇ | ∇ | ∇ | Nabla |
∈ | ∈ | ∈ | ∈ | Element of |
∉ | ∉ | ∉ | ∉ | Not an element of |
∊ | ∊ | ∊ | Small element of | |
∋ | ∋ | ∋ | ∋ | Contains as a member |
∌ | ∌ | ∌ | Does not ontain as a member | |
∍ | ∍ | ∍ | Small contains as a member | |
∎ | ∎ | ∎ | End of proof | |
∏ | ∏ | ∏ | ∏ | N-Ary Product |
∐ | ∐ | ∐ | ||
∑ | ∑ | ∑ | ∑ | N-Ary Summation |
− | − | − | ||
∓ | ∓ | ∓ | ||
∔ | ∔ | ∔ | ||
∕ | ∕ | ∕ | ||
∖ | ∖ | ∖ | ||
∗ | ∗ | ∗ | ||
∘ | ∘ | ∘ | ||
∙ | ∙ | ∙ | ||
√ | √ | √ | ||
∛ | ∛ | ∛ | ||
∜ | ∜ | ∜ | ||
∝ | ∝ | ∝ | ||
∞ | ∞ | ∞ | ∞ | Infinity |
∟ | ∟ | ∟ | ||
∠ | ∠ | ∠ | ||
∡ | ∡ | ∡ | ||
∢ | ∢ | ∢ | ||
∣ | ∣ | ∣ | ||
∤ | ∤ | ∤ | ||
∥ | ∥ | ∥ | ||
∦ | ∦ | ∦ | ||
∧ | ∧ | ∧ | ||
∨ | ∨ | ∨ | ||
∩ | ∩ | ∩ | ||
∪ | ∪ | ∪ | ||
∫ | ∫ | ∫ | ∫ | Integral |
∬ | ∬ | ∬ | ||
∭ | ∭ | ∭ | ||
∮ | ∮ | ∮ | ||
∯ | ∯ | ∯ | ||
∰ | ∰ | ∰ | ||
∱ | ∱ | ∱ | ||
∲ | ∲ | ∲ | ||
∳ | ∳ | ∳ | ||
∴ | ∴ | ∴ | ||
∵ | ∵ | ∵ | ||
∶ | ∶ | ∶ | ||
∷ | ∷ | ∷ | ||
∸ | ∸ | ∸ | ||
∹ | ∹ | ∹ | ||
∺ | ∺ | ∺ | ||
∻ | ∻ | ∻ | ||
∼ | ∼ | ∼ | ||
∽ | ∽ | ∽ | ||
∾ | ∾ | ∾ | ||
∿ | ∿ | ∿ | ||
≀ | ≀ | ≀ | ||
≁ | ≁ | ≁ | ||
≂ | ≂ | ≂ | ||
≃ | ≃ | ≃ | ||
≄ | ≄ | ≄ | ||
≅ | ≅ | ≅ | ||
≆ | ≆ | ≆ | ||
≇ | ≇ | ≇ | ||
≈ | ≈ | ≈ | ||
≉ | ≉ | ≉ | ||
≊ | ≊ | ≊ | ||
≋ | ≋ | ≋ | ||
≌ | ≌ | ≌ | ||
≍ | ≍ | ≍ | ||
≎ | ≎ | ≎ | ||
≏ | ≏ | ≏ | ||
≐ | ≐ | ≐ | ||
≑ | ≑ | ≑ | ||
≒ | ≒ | ≒ | ||
≓ | ≓ | ≓ | ||
≔ | ≔ | ≔ | ||
≕ | ≕ | ≕ | ||
≖ | ≖ | ≖ | ||
≗ | ≗ | ≗ | ||
≘ | ≘ | ≘ | ||
≙ | ≙ | ≙ | ||
≚ | ≚ | ≚ | ||
≛ | ≛ | ≛ | ||
≜ | ≜ | ≜ | ||
≝ | ≝ | ≝ | ||
≞ | ≞ | ≞ | ||
≟ | ≟ | ≟ | ||
≠ | ≠ | ≠ | ||
≡ | ≡ | ≡ | ||
≢ | ≢ | ≢ | ||
≣ | ≣ | ≣ | ||
≤ | ≤ | ≤ | ||
≥ | ≥ | ≥ | ≥ | |
≦ | ≦ | ≦ | ||
≧ | ≧ | ≧ | ||
≨ | ≨ | ≨ | ||
≩ | ≩ | ≩ | ||
≪ | ≪ | ≪ | ||
≫ | ≫ | ≫ | ||
≬ | ≬ | ≬ | ||
≭ | ≭ | ≭ | ||
≮ | ≮ | ≮ | ||
≯ | ≯ | ≯ | ||
≰ | ≰ | ≰ | ||
≱ | ≱ | ≱ | ||
≲ | ≲ | ≲ | ||
≳ | ≳ | ≳ | ||
≴ | ≴ | ≴ | ||
≵ | ≵ | ≵ | ||
≶ | ≶ | ≶ | ||
≷ | ≷ | ≷ | ||
≸ | ≸ | ≸ | ||
≹ | ≹ | ≹ | ||
≺ | ≺ | ≺ | ||
≻ | ≻ | ≻ | ||
≼ | ≼ | ≼ | ||
≽ | ≽ | ≽ | ||
≾ | ≾ | ≾ | ||
≿ | ≿ | ≿ |
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