Lisheng Xie - Blog - latex 2023-03-10T20:46:00+08:00 Typecho https://www.lishengxie.top/index.php/feed/atom/category/latex/ <![CDATA[Latex常用符号记录]]> https://www.lishengxie.top/index.php/archives/90/ 2023-03-10T20:46:00+08:00 2023-03-10T20:46:00+08:00 lishengxie https://www.lishengxie.top/

参考链接：

https://www.cmor-faculty.rice.edu/~heinken/latex/symbols.pdf
https://oeis.org/wiki/List_of_LaTeX_mathematical_symbols

希腊字母和希伯来字母

Symbol Latex Symbol Latex Symbol Latex
$ \alpha $ \alpha $ \nu $ \nu $ \beta $ \beta
$ \xi $ \xi $ \gamma $ \gamma $ \omicron $ \omicron
$ \delta $ \delta $ \pi $ \pi $ \epsilon $ \epsilon
$ \rho $ \varrho $ \zeta $ \zeta $ \sigma $ \sigma
$ \eta $ \eta $ \tau $ \tau $ \theta $ \theta
$ \upsilon $ \upsilon $ \iota $ \iota $ \phi $ \phi
$ \kappa $ \kappa $ \chi $ \chi $ \lambda $ \lambda
$ \psi $ \psi $ \mu $ \mu $ \omega $ \omega
$ \digamma $ \digamma $ \Delta $ \Delta $ \Gamma $ \Gamma
$ \Lambda $ \Lambda $ \Omega $ \Omega $ \phi $ \Phi
$ \pi $ \Pi $ \Psi $ \Psi $ \Sigma $ \Sigam
$ \Theta $ \Theta $ \Upsilon $ \Upsilon $ \Xi $ \Xi
$ \aleph $ \aleph $ \beth $ \beth $ \daleth $ \daleth
$ \gimel $ \gimel

关系符和操作符

Symbol Latex Comment Symbol Latex Comment
$ < $ < is less than $ > $ > is greater than
$ \nless $ \nless is not less than $ \ngtr $ \ngtr is not greater than
$ \leq $ \leq is less than or equal to $ \geq $ \geq is greater than or equal to
$ \leqslant $ \leqslant is less than or equal to $ \geqslant $ \geqslant is greater than or equal to
$ \nleq $ \nleq is neither less than nor equal to $ \ngeq $ \ngeq is neither greater than nor equal to
$ \nleqslant $ \nleqslant is neither less than nor equal to $ \ngeqslant $ \ngeqslant is neither greater than nor equal to
$ \prec $ \prec precedes $ \succ $ \succ succeeds
$ \nprec $ \nprec doesn't precede $ \nsucc $ \nsucc doesn't succeed
$ \preceq $ \preceq precedes or equals $ \succeq $ \succeq succeeds or equals
$ \npreceq $ \npreceq neither precedes nor equals $ \nsucceq $ \nsucceq neither succeeds nor equals
$ \ll $ \ll $ \gg $ \gg
$ \lll $ \lll $ \ggg $ \ggg
$ \subset $ \subset is a proper subset of $ \supset $ \supset is a proper supset of
$ \not\subset $ \not\subset is not a proper subset of $ \not\supset $ \not\supset is not a proper supset of
$ \subseteq $ \subseteq is a subset of $ \supseteq $ \supseteq is a supset of
$ \nsubseteq $ \nsubseteq is not a subset of $ \nsupseteq $ \nsupseteq is not a supset of
$ \sqsubset $ \sqsubset $ \sqsupset $ \sqsupset
$ \sqsubseteq $ \sqsubseteq $ \sqsupseteq $ \sqsupseteq
$ \parallel $ \parallel is parallel with $ \nparallel $ \nparallel is not parallel with
$ \asymp $ \asymp is asymptotic to $ \bowtie $ \bowtie
$ \vdash $ \vdash $ \dashv $ \dashv
$ \in $ \in is member of $ \ni $ \ni owns, has member of
$ \smile $ \smile $ \frown $ \frown
$ \models $ \models models $ \notin $ \notin is not member of
$ \perp $ \perp is perpendicular with $ \mid $ \mid divides
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