The Comprehensive LaTeX Symbol List

Table 46: MnSymbol Binary Operators∐ \amalg ⩏ \doublesqcup \righttherefore∗ \ast ⩔ \doublevee ⋌ \rightthreetimes \backslashdiv ⩕ \doublewedge \rightY⋈ \bowtie ∵ \downtherefore ⋊ \rtimes● \bullet \downY \slashdiv∩ \cap \dtimes ∏ \smallprod⩀ \capdot \fivedots ⊓ \sqcap \capplus \hbipropto \sqcapdot⋅ \cdot \hdotdot \sqcapplus○ \circ ⌜ \lefthalfcap ⊔ \sqcup \closedcurlyvee ⌞ \lefthalfcup \sqcupdot \closedcurlywedge \lefttherefore \sqcupplus∪ \cup ⋋ \leftthreetimes ∷ \squaredots⊍ \cupdot \leftY × \times⊎ \cupplus ⋉ \ltimes \udotdot⋎ \curlyvee ∖ \medbackslash ∴ \uptherefore \curlyveedot ◯ \medcircle \upY⋏ \curlywedge ∕ \medslash \utimes \curlywedgedot ∣ \medvert \vbipropto \ddotdot \medvertdot ∶ \vdotdot \diamonddots − \minus ∨ \vee÷ \div ⨪ \minusdot ⟇ \veedot \dotmedvert ∓ \mp ⧖ \vertbowtie∸ \dotminus \neswbipropto \vertdiv⋒ \doublecap \nwsebipropto ∧ \wedge⋓ \doublecup + \plus ⟑ \wedgedot \doublecurlyvee ± \pm ≀ \wreath \doublecurlywedge ⌝ \righthalfcap⩎ \doublesqcap ⌟ \righthalfcupMnSymbol defines \setminus and \smallsetminus as synonyms for\medbackslash; \Join as a synonym for \bowtie; \wr as a synonym for\wreath; \shortmid as a synonym for \medvert; \Cap as a synonym for\doublecap; \Cup as a synonym for \doublecup; and, \uplus as a synonym for\cupplus.Table 47: mathdesign Binary Operators \dtimes \udtimes \utimesThe mathdesign package additionally provides versions of each of the binary operatorsshown in Table 41 on page 21.Table 48: cmll Binary Operators` \parr & \with ∗∗ \with differs from “&” in terms of its math-mode spacing: $A \& B$ produces“A&B”, for example, while $A \with B$ produces “A & B”.23