224 lines
4.7 KiB
Text
224 lines
4.7 KiB
Text
α \alpha
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β \beta
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γ \gamma
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δ \delta
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ε \epsilon
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ζ \zeta
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η \eta
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θ \theta
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ϑ \vartheta
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ι \iota
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κ \kappa
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λ \lambda lamda
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μ \mu micro
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ν \nu
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ξ \xi
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ο \omicron
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π \pi
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ρ \rho
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σ \sigma
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ς \varsigma
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τ \tau
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υ \upsilon
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φ \phi
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ϕ \varphi
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χ \chi
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ψ \psi
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ω \omega
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Α \Alpha
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Β \Beta
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Γ \Gamma
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Δ \Delta
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Ε \Epsilon
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Ζ \Zeta
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Η \Eta
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Θ \Theta
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Ι \Iota
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Κ \Kappa
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Λ \Lambda Lamda
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Μ \Mu
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Ν \Nu
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Ξ \Xi
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Ο \Omicron
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Π \Pi product
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Ρ \Rho
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Σ \Sigma sum
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Τ \Tau
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Υ \Upsilon
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Φ \Phi
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Χ \Chi
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Ψ \Psi
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Ω \Omega ohm
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ℵ aleph alef
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ℶ beth
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ℷ gimel
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ℸ daleth
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ה he
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ו waw vav
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ז zayin
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ח chet
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ט tet
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י yod
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כ kaf
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ך varkaf
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ל lamed
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מ mem
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ם varmem
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נ nun
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ן varnun
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ס samech
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ע ayin
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פ pe
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ף varpe
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צ tsadi
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ץ vartsadi
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ק qof
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ר resh
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ש shin
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ת tav
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° \degree
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– en dash
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— em dash
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† \dag dagger cross
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‡ \ddag double dagger cross
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• bullet
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‣ triangle bullet
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… \dots ellipses
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‰ \permil per mille thousand
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‱ \pertenthousand per ten thousand
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‽ interrobang
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∧ \land \wedge logical and
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∨ \lor \vee logical or
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¬ \lnot \neg logical not
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← arrow left
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→ arrow right implies
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↔ arrow leftright left right biconditional
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↑ arrow up
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↓ arrow down
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↕ arrow updown up down
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↖ arrow upleft up left
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↗ arrow upright up right
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↘ arrow downright down right
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↙ arrow downleft down left
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⇐ arrow double left
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⇒ arrow double right
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⇔ arrow double leftright left right
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⇑ arrow double up
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⇓ arrow double down
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⇕ arrow double updown up down
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⇖ double arrow upleft up left
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⇗ double arrow upright up right
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⇘ double arrow downright down right
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⇙ double arrow downleft down left
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∃ \exists
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∀ \forall for all
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∄ \not\exists not exists
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∂ \partial differential derivative
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∇ \nabla del
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∈ \in element
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∉ \notin \not\in not element
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∊ small element
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∋ \ni contains
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∌ \not\ni contains
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∍ small contains
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∅ \emptyset empty set
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∏ product
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∐ coproduct
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∑ sum
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ℂ complex bbC \mathbb{C}
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ℍ quaternions bbH \mathbb{H}
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ℕ naturals bbN \mathbb{N}
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ℙ projective prime power bbP \mathbb{P}
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ℚ rationals fractions bbQ \mathbb{Q}
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ℝ reals bbR \mathbb{R}
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ℤ integers bbZ \mathbb{Z}
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↊ dozenal duodecimal ten inverted two
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↋ dozenal duodecimal eleven inverted three
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æ ae ligature
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œ oe ligature
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© copyright
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™ trademark
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® register mark sign
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± \pm plus minus
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∓ \mp minus plus
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∖ \setminus set difference
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∗ \ast asterisk convolution
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☭ communism hammer and sickle
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∘ \circ circle
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∙ \cdot center dot
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√ \root radical
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∛ 3root root3 cube root
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∜ 4root root4 fourth root
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∝ proportional \propto
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∞ \infty infinity
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∩ \cap intersect
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∪ \cup contains
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∫ \int integral
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∬ \iint double integral
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∭ \iiint triple integral
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∮ \oint contour integral
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∯ \oiint double contour integral
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∰ \oiiint triple contour integral
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÷ \div division
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∴ \therefore
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∵ \because
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∶ ratio
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∷ double colon ratio
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∣ \mid divides
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∤ \not\mid not divides
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∠ angle
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∼ \sim asymptotically equal
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≁ \not\sim not asymptotically equal
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≃ \simeq
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≄ \not\simeq
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≅ \cong congruent isomorphic
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≇ \not\cong not congruent isomorphic
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≈ \approx approximately equal
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≉ \not\approxi not approximately equal
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≠ \neq not equal
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≡ \equiv equivalent
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≢ \not\equiv not equivalent
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≤ \le less than or equal
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≥ \ge greater than or equal
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≮ \not< not less than
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≯ \not> not greater than
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≰ \not\le not less than or equal
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≱ \not\ge not greater than or equal
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⊂ \subset
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⊃ \supset superset
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⊄ \not\subset not subset
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⊅ \not\supset not superset
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⊆ \subseteq subset or equal
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⊇ \supseteq superset or equal
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⊆ \not\subseteq not subset or equal
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⊇ \not\supseteq not superset or equal
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⊊ \subsetneq subset not equal
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⊋ \supsetneq superset not equal
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⊕ \oplus plus with circle
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⊖ \ominus minus with circle
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⊗ \otimes times cross multiply with circle
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⊘ \oslash slash divide with circle
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⊙ \odot dot with circle
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⊞ plus with square
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⊟ minus with square
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⊠ times cross multiply with square
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⊡ dot with square
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⊢ \vdash turnstile right tack tee
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⊣ \dashv reverse turnstile
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⊤ \top true
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⊥ \bot bottom false
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⊨ \models entails double turnstile
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⊬ \not\vdash not turnstile right tack tee
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⊭ \not\models not models entails double turnstile
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⊲ \triangleleft \vartriangleleft strict normal subgroup
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⊳ \triangleright \vartriangleright strict normal supergroup
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⊴ \unlhd \vartrianglelefteq normal subgroup or equal
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⊵ \unrhd \vartrianglerighteq normal supergroup or equal
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⋪ \not\triangleleft \not\vartriangleleft not strict normal subgroup
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⋫ \not\triangleright \not\vartriangleright not strict normal supergroup
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⋬ \not\unlhd \not\vartrianglelefteq not normal subgroup or equal
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⋭ \not\unrhd \not\vartrianglerighteq not normal supergroup or equal
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⋮ \vdots vertical dots
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⋯ \cdots ellipsis dots
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⋱ \ddots diagonal dots
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⋰ \iddots \udots reverse diagonal dots
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