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  </style><link rel="stylesheet" type="text/css" href="../../../StyleSheets/TR/W3C-REC.css"></head><body><h1>ISOAMSB</h1><p><a href="Overview.html">Overview</a><br><a href="Overview.html#sets">Sets of names</a><br>Previous: <a href="isoamsa.html">isoamsa</a><br>Next: <a href="isoamsc.html">isoamsc</a></p><p><a href="http://www.w3.org/2003/entities/2007/isoamsb.ent">Entity Declarations</a><br><a href="http://www.w3.org/2003/entities/2007/isoamsbmap.xsl">XSLT 2 character map</a></p><table border="1"><tr><th>Name</th><th>Unicode</th><th>Glyph</th><th>Unicode Name</th><th>Description</th><th>Aliases</th></tr><tr><td>ac</td><td>U+223E</td><td><img height="32" width="32" src="glyphs/022/U0223E.png" alt="U0223E"></td><td>INVERTED LAZY S</td><td>most positive</td><td>mstpos</td></tr><tr><td>acE</td><td>U+223E U+0333</td><td><img height="32" width="32" src="glyphs/022/U0223E-00333.png" alt="U0223E-00333"></td><td>INVERTED LAZY S with double underline</td><td>most positive, two lines below</td><td>&nbsp;</td></tr><tr><td>amalg</td><td>U+2A3F</td><td><img height="32" width="32" src="glyphs/02A/U02A3F.png" alt="U02A3F"></td><td>AMALGAMATION OR COPRODUCT</td><td>/amalg B: amalgamation or coproduct</td><td>&nbsp;</td></tr><tr><td>barvee</td><td>U+22BD</td><td><img height="32" width="32" src="glyphs/022/U022BD.png" alt="U022BD"></td><td>NOR</td><td>bar, vee</td><td>&nbsp;</td></tr><tr><td>barwed</td><td>U+2305</td><td><img height="32" width="32" src="glyphs/023/U02305.png" alt="U02305"></td><td>PROJECTIVE</td><td>/barwedge B: logical and, bar above</td><td>barwedge</td></tr><tr><td>Barwed</td><td>U+2306</td><td><img height="32" width="32" src="glyphs/023/U02306.png" alt="U02306"></td><td>PERSPECTIVE</td><td>/doublebarwedge B: log and, dbl bar above</td><td>doublebarwedge</td></tr><tr><td>bsolb</td><td>U+29C5</td><td><img height="32" width="32" src="glyphs/029/U029C5.png" alt="U029C5"></td><td>SQUARED FALLING DIAGONAL SLASH</td><td>reverse solidus in square</td><td>&nbsp;</td></tr><tr><td>Cap</td><td>U+22D2</td><td><img height="32" width="32" src="glyphs/022/U022D2.png" alt="U022D2"></td><td>DOUBLE INTERSECTION</td><td>/Cap /doublecap B: dbl intersection</td><td>&nbsp;</td></tr><tr><td>capand</td><td>U+2A44</td><td><img height="32" width="32" src="glyphs/02A/U02A44.png" alt="U02A44"></td><td>INTERSECTION WITH LOGICAL AND</td><td>intersection, and</td><td>&nbsp;</td></tr><tr><td>capbrcup</td><td>U+2A49</td><td><img height="32" width="32" src="glyphs/02A/U02A49.png" alt="U02A49"></td><td>INTERSECTION ABOVE BAR ABOVE UNION</td><td>intersection, bar, union</td><td>&nbsp;</td></tr><tr><td>capcap</td><td>U+2A4B</td><td><img height="32" width="32" src="glyphs/02A/U02A4B.png" alt="U02A4B"></td><td>INTERSECTION BESIDE AND JOINED WITH INTERSECTION</td><td>intersection, intersection, joined</td><td>&nbsp;</td></tr><tr><td>capcup</td><td>U+2A47</td><td><img height="32" width="32" src="glyphs/02A/U02A47.png" alt="U02A47"></td><td>INTERSECTION ABOVE UNION</td><td>intersection above union</td><td>&nbsp;</td></tr><tr><td>capdot</td><td>U+2A40</td><td><img height="32" width="32" src="glyphs/02A/U02A40.png" alt="U02A40"></td><td>INTERSECTION WITH DOT</td><td>intersection, with dot</td><td>&nbsp;</td></tr><tr><td>caps</td><td>U+2229 U+FE00</td><td><img height="32" width="32" src="glyphs/022/U02229-0FE00.png" alt="U02229-0FE00"></td><td>INTERSECTION with serifs</td><td>intersection, serifs</td><td>&nbsp;</td></tr><tr><td>ccaps</td><td>U+2A4D</td><td><img height="32" width="32" src="glyphs/02A/U02A4D.png" alt="U02A4D"></td><td>CLOSED INTERSECTION WITH SERIFS</td><td>closed intersection, serifs</td><td>&nbsp;</td></tr><tr><td>ccups</td><td>U+2A4C</td><td><img height="32" width="32" src="glyphs/02A/U02A4C.png" alt="U02A4C"></td><td>CLOSED UNION WITH SERIFS</td><td>closed union, serifs</td><td>&nbsp;</td></tr><tr><td>ccupssm</td><td>U+2A50</td><td><img height="32" width="32" src="glyphs/02A/U02A50.png" alt="U02A50"></td><td>CLOSED UNION WITH SERIFS AND SMASH PRODUCT</td><td>closed union, serifs, smash product</td><td>&nbsp;</td></tr><tr><td>coprod</td><td>U+2210</td><td><img height="32" width="32" src="glyphs/022/U02210.png" alt="U02210"></td><td>N-ARY COPRODUCT</td><td>/coprod L: coproduct operator</td><td>Coproduct</td></tr><tr><td>Cup</td><td>U+22D3</td><td><img height="32" width="32" src="glyphs/022/U022D3.png" alt="U022D3"></td><td>DOUBLE UNION</td><td>/Cup /doublecup B: dbl union</td><td>&nbsp;</td></tr><tr><td>cupbrcap</td><td>U+2A48</td><td><img height="32" width="32" src="glyphs/02A/U02A48.png" alt="U02A48"></td><td>UNION ABOVE BAR ABOVE INTERSECTION</td><td>union, bar, intersection</td><td>&nbsp;</td></tr><tr><td>cupcap</td><td>U+2A46</td><td><img height="32" width="32" src="glyphs/02A/U02A46.png" alt="U02A46"></td><td>UNION ABOVE INTERSECTION</td><td>union above intersection</td><td>&nbsp;</td></tr><tr><td>cupcup</td><td>U+2A4A</td><td><img height="32" width="32" src="glyphs/02A/U02A4A.png" alt="U02A4A"></td><td>UNION BESIDE AND JOINED WITH UNION</td><td>union, union, joined</td><td>&nbsp;</td></tr><tr><td>cupdot</td><td>U+228D</td><td><img height="32" width="32" src="glyphs/022/U0228D.png" alt="U0228D"></td><td>MULTISET MULTIPLICATION</td><td>union, with dot</td><td>&nbsp;</td></tr><tr><td>cupor</td><td>U+2A45</td><td><img height="32" width="32" src="glyphs/02A/U02A45.png" alt="U02A45"></td><td>UNION WITH LOGICAL OR</td><td>union, or</td><td>&nbsp;</td></tr><tr><td>cups</td><td>U+222A U+FE00</td><td><img height="32" width="32" src="glyphs/022/U0222A-0FE00.png" alt="U0222A-0FE00"></td><td>UNION with serifs</td><td>union, serifs</td><td>&nbsp;</td></tr><tr><td>cuvee</td><td>U+22CE</td><td><img height="32" width="32" src="glyphs/022/U022CE.png" alt="U022CE"></td><td>CURLY LOGICAL OR</td><td>/curlyvee B: curly logical or</td><td>curlyvee</td></tr><tr><td>cuwed</td><td>U+22CF</td><td><img height="32" width="32" src="glyphs/022/U022CF.png" alt="U022CF"></td><td>CURLY LOGICAL AND</td><td>/curlywedge B: curly logical and</td><td>curlywedge</td></tr><tr><td>dagger</td><td>U+2020</td><td><img height="32" width="32" src="glyphs/020/U02020.png" alt="U02020"></td><td>DAGGER</td><td>/dagger B: dagger relation</td><td>&nbsp;</td></tr><tr><td>Dagger</td><td>U+2021</td><td><img height="32" width="32" src="glyphs/020/U02021.png" alt="U02021"></td><td>DOUBLE DAGGER</td><td>/ddagger B: double dagger relation</td><td>ddagger</td></tr><tr><td>diam</td><td>U+22C4</td><td><img height="32" width="32" src="glyphs/022/U022C4.png" alt="U022C4"></td><td>DIAMOND OPERATOR</td><td>/diamond B: open diamond</td><td>diamond, Diamond</td></tr><tr><td>divonx</td><td>U+22C7</td><td><img height="32" width="32" src="glyphs/022/U022C7.png" alt="U022C7"></td><td>DIVISION TIMES</td><td>/divideontimes B: division on times</td><td>divideontimes</td></tr><tr><td>eplus</td><td>U+2A71</td><td><img height="32" width="32" src="glyphs/02A/U02A71.png" alt="U02A71"></td><td>EQUALS SIGN ABOVE PLUS SIGN</td><td>equal, plus</td><td>&nbsp;</td></tr><tr><td>hercon</td><td>U+22B9</td><td><img height="32" width="32" src="glyphs/022/U022B9.png" alt="U022B9"></td><td>HERMITIAN CONJUGATE MATRIX</td><td>hermitian conjugate matrix</td><td>&nbsp;</td></tr><tr><td>intcal</td><td>U+22BA</td><td><img height="32" width="32" src="glyphs/022/U022BA.png" alt="U022BA"></td><td>INTERCALATE</td><td>/intercal B: intercal</td><td>intercal</td></tr><tr><td>iprod</td><td>U+2A3C</td><td><img height="32" width="32" src="glyphs/02A/U02A3C.png" alt="U02A3C"></td><td>INTERIOR PRODUCT</td><td>/intprod</td><td>intprod</td></tr><tr><td>loplus</td><td>U+2A2D</td><td><img height="32" width="32" src="glyphs/02A/U02A2D.png" alt="U02A2D"></td><td>PLUS SIGN IN LEFT HALF CIRCLE</td><td>plus sign in left half circle</td><td>&nbsp;</td></tr><tr><td>lotimes</td><td>U+2A34</td><td><img height="32" width="32" src="glyphs/02A/U02A34.png" alt="U02A34"></td><td>MULTIPLICATION SIGN IN LEFT HALF CIRCLE</td><td>multiply sign in left half circle </td><td>&nbsp;</td></tr><tr><td>lthree</td><td>U+22CB</td><td><img height="32" width="32" src="glyphs/022/U022CB.png" alt="U022CB"></td><td>LEFT SEMIDIRECT PRODUCT</td><td>/leftthreetimes B:</td><td>leftthreetimes</td></tr><tr><td>ltimes</td><td>U+22C9</td><td><img height="32" width="32" src="glyphs/022/U022C9.png" alt="U022C9"></td><td>LEFT NORMAL FACTOR SEMIDIRECT PRODUCT</td><td>/ltimes B: times sign, left closed</td><td>&nbsp;</td></tr><tr><td>midast</td><td>U+002A</td><td><img height="32" width="32" src="glyphs/000/U0002A.png" alt="U0002A"></td><td>ASTERISK</td><td>/ast B: asterisk</td><td>ast</td></tr><tr><td>minusb</td><td>U+229F</td><td><img height="32" width="32" src="glyphs/022/U0229F.png" alt="U0229F"></td><td>SQUARED MINUS</td><td>/boxminus B: minus sign in box</td><td>boxminus</td></tr><tr><td>minusd</td><td>U+2238</td><td><img height="32" width="32" src="glyphs/022/U02238.png" alt="U02238"></td><td>DOT MINUS</td><td>/dotminus B: minus sign, dot above</td><td>dotminus</td></tr><tr><td>minusdu</td><td>U+2A2A</td><td><img height="32" width="32" src="glyphs/02A/U02A2A.png" alt="U02A2A"></td><td>MINUS SIGN WITH DOT BELOW</td><td>minus sign, dot below</td><td>&nbsp;</td></tr><tr><td>ncap</td><td>U+2A43</td><td><img height="32" width="32" src="glyphs/02A/U02A43.png" alt="U02A43"></td><td>INTERSECTION WITH OVERBAR</td><td>bar, intersection</td><td>&nbsp;</td></tr><tr><td>ncup</td><td>U+2A42</td><td><img height="32" width="32" src="glyphs/02A/U02A42.png" alt="U02A42"></td><td>UNION WITH OVERBAR</td><td>bar, union</td><td>&nbsp;</td></tr><tr><td>oast</td><td>U+229B</td><td><img height="32" width="32" src="glyphs/022/U0229B.png" alt="U0229B"></td><td>CIRCLED ASTERISK OPERATOR</td><td>/circledast B: asterisk in circle</td><td>circledast</td></tr><tr><td>ocir</td><td>U+229A</td><td><img height="32" width="32" src="glyphs/022/U0229A.png" alt="U0229A"></td><td>CIRCLED RING OPERATOR</td><td>/circledcirc B: small circle in circle</td><td>circledcirc</td></tr><tr><td>odash</td><td>U+229D</td><td><img height="32" width="32" src="glyphs/022/U0229D.png" alt="U0229D"></td><td>CIRCLED DASH</td><td>/circleddash B: hyphen in circle</td><td>circleddash</td></tr><tr><td>odiv</td><td>U+2A38</td><td><img height="32" width="32" src="glyphs/02A/U02A38.png" alt="U02A38"></td><td>CIRCLED DIVISION SIGN</td><td>divide in circle</td><td>&nbsp;</td></tr><tr><td>odot</td><td>U+2299</td><td><img height="32" width="32" src="glyphs/022/U02299.png" alt="U02299"></td><td>CIRCLED DOT OPERATOR</td><td>/odot B: middle dot in circle</td><td>CircleDot</td></tr><tr><td>odsold</td><td>U+29BC</td><td><img height="32" width="32" src="glyphs/029/U029BC.png" alt="U029BC"></td><td>CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN</td><td>dot, solidus, dot in circle</td><td>&nbsp;</td></tr><tr><td>ofcir</td><td>U+29BF</td><td><img height="32" width="32" src="glyphs/029/U029BF.png" alt="U029BF"></td><td>CIRCLED BULLET</td><td>filled circle in circle</td><td>&nbsp;</td></tr><tr><td>ogt</td><td>U+29C1</td><td><img height="32" width="32" src="glyphs/029/U029C1.png" alt="U029C1"></td><td>CIRCLED GREATER-THAN</td><td>greater-than in circle</td><td>&nbsp;</td></tr><tr><td>ohbar</td><td>U+29B5</td><td><img height="32" width="32" src="glyphs/029/U029B5.png" alt="U029B5"></td><td>CIRCLE WITH HORIZONTAL BAR</td><td>circle with horizontal bar</td><td>&nbsp;</td></tr><tr><td>olcir</td><td>U+29BE</td><td><img height="32" width="32" src="glyphs/029/U029BE.png" alt="U029BE"></td><td>CIRCLED WHITE BULLET</td><td>large circle in circle</td><td>&nbsp;</td></tr><tr><td>olt</td><td>U+29C0</td><td><img height="32" width="32" src="glyphs/029/U029C0.png" alt="U029C0"></td><td>CIRCLED LESS-THAN</td><td>less-than in circle</td><td>&nbsp;</td></tr><tr><td>omid</td><td>U+29B6</td><td><img height="32" width="32" src="glyphs/029/U029B6.png" alt="U029B6"></td><td>CIRCLED VERTICAL BAR</td><td>vertical bar in circle</td><td>&nbsp;</td></tr><tr><td>ominus</td><td>U+2296</td><td><img height="32" width="32" src="glyphs/022/U02296.png" alt="U02296"></td><td>CIRCLED MINUS</td><td>/ominus B: minus sign in circle</td><td>CircleMinus</td></tr><tr><td>opar</td><td>U+29B7</td><td><img height="32" width="32" src="glyphs/029/U029B7.png" alt="U029B7"></td><td>CIRCLED PARALLEL</td><td>parallel in circle</td><td>&nbsp;</td></tr><tr><td>operp</td><td>U+29B9</td><td><img height="32" width="32" src="glyphs/029/U029B9.png" alt="U029B9"></td><td>CIRCLED PERPENDICULAR</td><td>perpendicular in circle</td><td>&nbsp;</td></tr><tr><td>oplus</td><td>U+2295</td><td><img height="32" width="32" src="glyphs/022/U02295.png" alt="U02295"></td><td>CIRCLED PLUS</td><td>/oplus B: plus sign in circle</td><td>CirclePlus</td></tr><tr><td>osol</td><td>U+2298</td><td><img height="32" width="32" src="glyphs/022/U02298.png" alt="U02298"></td><td>CIRCLED DIVISION SLASH</td><td>/oslash B: solidus in circle</td><td>&nbsp;</td></tr><tr><td>otimes</td><td>U+2297</td><td><img height="32" width="32" src="glyphs/022/U02297.png" alt="U02297"></td><td>CIRCLED TIMES</td><td>/otimes B: multiply sign in circle</td><td>CircleTimes</td></tr><tr><td>Otimes</td><td>U+2A37</td><td><img height="32" width="32" src="glyphs/02A/U02A37.png" alt="U02A37"></td><td>MULTIPLICATION SIGN IN DOUBLE CIRCLE</td><td>multiply sign in double circle</td><td>&nbsp;</td></tr><tr><td>otimesas</td><td>U+2A36</td><td><img height="32" width="32" src="glyphs/02A/U02A36.png" alt="U02A36"></td><td>CIRCLED MULTIPLICATION SIGN WITH CIRCUMFLEX ACCENT</td><td>multiply sign in circle, circumflex accent</td><td>&nbsp;</td></tr><tr><td>ovbar</td><td>U+233D</td><td><img height="32" width="32" src="glyphs/023/U0233D.png" alt="U0233D"></td><td>APL FUNCTIONAL SYMBOL CIRCLE STILE</td><td>circle with vertical bar</td><td>&nbsp;</td></tr><tr><td>plusacir</td><td>U+2A23</td><td><img height="32" width="32" src="glyphs/02A/U02A23.png" alt="U02A23"></td><td>PLUS SIGN WITH CIRCUMFLEX ACCENT ABOVE</td><td>plus, circumflex accent above</td><td>&nbsp;</td></tr><tr><td>plusb</td><td>U+229E</td><td><img height="32" width="32" src="glyphs/022/U0229E.png" alt="U0229E"></td><td>SQUARED PLUS</td><td>/boxplus B: plus sign in box</td><td>boxplus</td></tr><tr><td>pluscir</td><td>U+2A22</td><td><img height="32" width="32" src="glyphs/02A/U02A22.png" alt="U02A22"></td><td>PLUS SIGN WITH SMALL CIRCLE ABOVE</td><td>plus, small circle above</td><td>&nbsp;</td></tr><tr><td>plusdo</td><td>U+2214</td><td><img height="32" width="32" src="glyphs/022/U02214.png" alt="U02214"></td><td>DOT PLUS</td><td>/dotplus B: plus sign, dot above</td><td>dotplus</td></tr><tr><td>plusdu</td><td>U+2A25</td><td><img height="32" width="32" src="glyphs/02A/U02A25.png" alt="U02A25"></td><td>PLUS SIGN WITH DOT BELOW</td><td>plus sign, dot below</td><td>&nbsp;</td></tr><tr><td>pluse</td><td>U+2A72</td><td><img height="32" width="32" src="glyphs/02A/U02A72.png" alt="U02A72"></td><td>PLUS SIGN ABOVE EQUALS SIGN</td><td>plus, equals</td><td>&nbsp;</td></tr><tr><td>plussim</td><td>U+2A26</td><td><img height="32" width="32" src="glyphs/02A/U02A26.png" alt="U02A26"></td><td>PLUS SIGN WITH TILDE BELOW</td><td>plus, similar below</td><td>&nbsp;</td></tr><tr><td>plustwo</td><td>U+2A27</td><td><img height="32" width="32" src="glyphs/02A/U02A27.png" alt="U02A27"></td><td>PLUS SIGN WITH SUBSCRIPT TWO</td><td>plus, two; Nim-addition</td><td>&nbsp;</td></tr><tr><td>prod</td><td>U+220F</td><td><img height="32" width="32" src="glyphs/022/U0220F.png" alt="U0220F"></td><td>N-ARY PRODUCT</td><td>/prod L: product operator</td><td>Product</td></tr><tr><td>race</td><td>U+223D U+0331</td><td><img height="32" width="32" src="glyphs/022/U0223D-00331.png" alt="U0223D-00331"></td><td>REVERSED TILDE with underline</td><td>reverse most positive, line below</td><td>&nbsp;</td></tr><tr><td>roplus</td><td>U+2A2E</td><td><img height="32" width="32" src="glyphs/02A/U02A2E.png" alt="U02A2E"></td><td>PLUS SIGN IN RIGHT HALF CIRCLE</td><td>plus sign in right half circle</td><td>&nbsp;</td></tr><tr><td>rotimes</td><td>U+2A35</td><td><img height="32" width="32" src="glyphs/02A/U02A35.png" alt="U02A35"></td><td>MULTIPLICATION SIGN IN RIGHT HALF CIRCLE</td><td>multiply sign in right half circle</td><td>&nbsp;</td></tr><tr><td>rthree</td><td>U+22CC</td><td><img height="32" width="32" src="glyphs/022/U022CC.png" alt="U022CC"></td><td>RIGHT SEMIDIRECT PRODUCT</td><td>/rightthreetimes B:</td><td>rightthreetimes</td></tr><tr><td>rtimes</td><td>U+22CA</td><td><img height="32" width="32" src="glyphs/022/U022CA.png" alt="U022CA"></td><td>RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT</td><td>/rtimes B: times sign, right closed</td><td>&nbsp;</td></tr><tr><td>sdot</td><td>U+22C5</td><td><img height="32" width="32" src="glyphs/022/U022C5.png" alt="U022C5"></td><td>DOT OPERATOR</td><td>/cdot B: small middle dot</td><td>&nbsp;</td></tr><tr><td>sdotb</td><td>U+22A1</td><td><img height="32" width="32" src="glyphs/022/U022A1.png" alt="U022A1"></td><td>SQUARED DOT OPERATOR</td><td>/dotsquare /boxdot B: small dot in box</td><td>dotsquare</td></tr><tr><td>setmn</td><td>U+2216</td><td><img height="32" width="32" src="glyphs/022/U02216.png" alt="U02216"></td><td>SET MINUS</td><td>/setminus B: reverse solidus</td><td>setminus, Backslash, ssetmn, smallsetminus</td></tr><tr><td>simplus</td><td>U+2A24</td><td><img height="32" width="32" src="glyphs/02A/U02A24.png" alt="U02A24"></td><td>PLUS SIGN WITH TILDE ABOVE</td><td>plus, similar above</td><td>&nbsp;</td></tr><tr><td>smashp</td><td>U+2A33</td><td><img height="32" width="32" src="glyphs/02A/U02A33.png" alt="U02A33"></td><td>SMASH PRODUCT</td><td>smash product</td><td>&nbsp;</td></tr><tr><td>solb</td><td>U+29C4</td><td><img height="32" width="32" src="glyphs/029/U029C4.png" alt="U029C4"></td><td>SQUARED RISING DIAGONAL SLASH</td><td>solidus in square</td><td>&nbsp;</td></tr><tr><td>sqcap</td><td>U+2293</td><td><img height="32" width="32" src="glyphs/022/U02293.png" alt="U02293"></td><td>SQUARE CAP</td><td>/sqcap B: square intersection</td><td>SquareIntersection</td></tr><tr><td>sqcaps</td><td>U+2293 U+FE00</td><td><img height="32" width="32" src="glyphs/022/U02293-0FE00.png" alt="U02293-0FE00"></td><td>SQUARE CAP with serifs</td><td>square intersection, serifs</td><td>&nbsp;</td></tr><tr><td>sqcup</td><td>U+2294</td><td><img height="32" width="32" src="glyphs/022/U02294.png" alt="U02294"></td><td>SQUARE CUP</td><td>/sqcup B: square union</td><td>SquareUnion</td></tr><tr><td>sqcups</td><td>U+2294 U+FE00</td><td><img height="32" width="32" src="glyphs/022/U02294-0FE00.png" alt="U02294-0FE00"></td><td>SQUARE CUP with serifs</td><td>square union, serifs</td><td>&nbsp;</td></tr><tr><td>ssetmn</td><td>U+2216</td><td><img height="32" width="32" src="glyphs/022/U02216.png" alt="U02216"></td><td>SET MINUS</td><td>/smallsetminus B: sm reverse solidus</td><td>setmn, setminus, Backslash, smallsetminus</td></tr><tr><td>sstarf</td><td>U+22C6</td><td><img height="32" width="32" src="glyphs/022/U022C6.png" alt="U022C6"></td><td>STAR OPERATOR</td><td>/star B: small star, filled</td><td>Star</td></tr><tr><td>subdot</td><td>U+2ABD</td><td><img height="32" width="32" src="glyphs/02A/U02ABD.png" alt="U02ABD"></td><td>SUBSET WITH DOT</td><td>subset, with dot</td><td>&nbsp;</td></tr><tr><td>sum</td><td>U+2211</td><td><img height="32" width="32" src="glyphs/022/U02211.png" alt="U02211"></td><td>N-ARY SUMMATION</td><td>/sum L: summation operator</td><td>Sum</td></tr><tr><td>supdot</td><td>U+2ABE</td><td><img height="32" width="32" src="glyphs/02A/U02ABE.png" alt="U02ABE"></td><td>SUPERSET WITH DOT</td><td>superset, with dot</td><td>&nbsp;</td></tr><tr><td>timesb</td><td>U+22A0</td><td><img height="32" width="32" src="glyphs/022/U022A0.png" alt="U022A0"></td><td>SQUARED TIMES</td><td>/boxtimes B: multiply sign in box</td><td>boxtimes</td></tr><tr><td>timesbar</td><td>U+2A31</td><td><img height="32" width="32" src="glyphs/02A/U02A31.png" alt="U02A31"></td><td>MULTIPLICATION SIGN WITH UNDERBAR</td><td>multiply sign, bar below</td><td>&nbsp;</td></tr><tr><td>timesd</td><td>U+2A30</td><td><img height="32" width="32" src="glyphs/02A/U02A30.png" alt="U02A30"></td><td>MULTIPLICATION SIGN WITH DOT ABOVE</td><td>times, dot</td><td>&nbsp;</td></tr><tr><td>tridot</td><td>U+25EC</td><td><img height="32" width="32" src="glyphs/025/U025EC.png" alt="U025EC"></td><td>WHITE UP-POINTING TRIANGLE WITH DOT</td><td>dot in triangle</td><td>&nbsp;</td></tr><tr><td>triminus</td><td>U+2A3A</td><td><img height="32" width="32" src="glyphs/02A/U02A3A.png" alt="U02A3A"></td><td>MINUS SIGN IN TRIANGLE</td><td>minus in triangle</td><td>&nbsp;</td></tr><tr><td>triplus</td><td>U+2A39</td><td><img height="32" width="32" src="glyphs/02A/U02A39.png" alt="U02A39"></td><td>PLUS SIGN IN TRIANGLE</td><td>plus in triangle</td><td>&nbsp;</td></tr><tr><td>trisb</td><td>U+29CD</td><td><img height="32" width="32" src="glyphs/029/U029CD.png" alt="U029CD"></td><td>TRIANGLE WITH SERIFS AT BOTTOM</td><td>triangle, serifs at bottom</td><td>&nbsp;</td></tr><tr><td>tritime</td><td>U+2A3B</td><td><img height="32" width="32" src="glyphs/02A/U02A3B.png" alt="U02A3B"></td><td>MULTIPLICATION SIGN IN TRIANGLE</td><td>multiply in triangle</td><td>&nbsp;</td></tr><tr><td>uplus</td><td>U+228E</td><td><img height="32" width="32" src="glyphs/022/U0228E.png" alt="U0228E"></td><td>MULTISET UNION</td><td>/uplus B: plus sign in union</td><td>UnionPlus</td></tr><tr><td>veebar</td><td>U+22BB</td><td><img height="32" width="32" src="glyphs/022/U022BB.png" alt="U022BB"></td><td>XOR</td><td>/veebar B: logical or, bar below</td><td>&nbsp;</td></tr><tr><td>wedbar</td><td>U+2A5F</td><td><img height="32" width="32" src="glyphs/02A/U02A5F.png" alt="U02A5F"></td><td>LOGICAL AND WITH UNDERBAR</td><td>wedge, bar below</td><td>&nbsp;</td></tr><tr><td>wreath</td><td>U+2240</td><td><img height="32" width="32" src="glyphs/022/U02240.png" alt="U02240"></td><td>WREATH PRODUCT</td><td>/wr B: wreath product</td><td>VerticalTilde, wr</td></tr><tr><td>xcap</td><td>U+22C2</td><td><img height="32" width="32" src="glyphs/022/U022C2.png" alt="U022C2"></td><td>N-ARY INTERSECTION</td><td>/bigcap L: intersection operator</td><td>Intersection, bigcap</td></tr><tr><td>xcirc</td><td>U+25EF</td><td><img height="32" width="32" src="glyphs/025/U025EF.png" alt="U025EF"></td><td>LARGE CIRCLE</td><td>/bigcirc B: large circle</td><td>bigcirc</td></tr><tr><td>xcup</td><td>U+22C3</td><td><img height="32" width="32" src="glyphs/022/U022C3.png" alt="U022C3"></td><td>N-ARY UNION</td><td>/bigcup L: union operator</td><td>Union, bigcup</td></tr><tr><td>xdtri</td><td>U+25BD</td><td><img height="32" width="32" src="glyphs/025/U025BD.png" alt="U025BD"></td><td>WHITE DOWN-POINTING TRIANGLE</td><td>/bigtriangledown B: big dn tri, open</td><td>bigtriangledown</td></tr><tr><td>xodot</td><td>U+2A00</td><td><img height="32" width="32" src="glyphs/02A/U02A00.png" alt="U02A00"></td><td>N-ARY CIRCLED DOT OPERATOR</td><td>/bigodot L: circle dot operator</td><td>bigodot</td></tr><tr><td>xoplus</td><td>U+2A01</td><td><img height="32" width="32" src="glyphs/02A/U02A01.png" alt="U02A01"></td><td>N-ARY CIRCLED PLUS OPERATOR</td><td>/bigoplus L: circle plus operator</td><td>bigoplus</td></tr><tr><td>xotime</td><td>U+2A02</td><td><img height="32" width="32" src="glyphs/02A/U02A02.png" alt="U02A02"></td><td>N-ARY CIRCLED TIMES OPERATOR</td><td>/bigotimes L: circle times operator</td><td>bigotimes</td></tr><tr><td>xsqcup</td><td>U+2A06</td><td><img height="32" width="32" src="glyphs/02A/U02A06.png" alt="U02A06"></td><td>N-ARY SQUARE UNION OPERATOR</td><td>/bigsqcup L: square union operator</td><td>bigsqcup</td></tr><tr><td>xuplus</td><td>U+2A04</td><td><img height="32" width="32" src="glyphs/02A/U02A04.png" alt="U02A04"></td><td>N-ARY UNION OPERATOR WITH PLUS</td><td>/biguplus L:</td><td>biguplus</td></tr><tr><td>xutri</td><td>U+25B3</td><td><img height="32" width="32" src="glyphs/025/U025B3.png" alt="U025B3"></td><td>WHITE UP-POINTING TRIANGLE</td><td>/bigtriangleup B: big up tri, open</td><td>bigtriangleup</td></tr><tr><td>xvee</td><td>U+22C1</td><td><img height="32" width="32" src="glyphs/022/U022C1.png" alt="U022C1"></td><td>N-ARY LOGICAL OR</td><td>/bigvee L: logical or operator</td><td>Vee, bigvee</td></tr><tr><td>xwedge</td><td>U+22C0</td><td><img height="32" width="32" src="glyphs/022/U022C0.png" alt="U022C0"></td><td>N-ARY LOGICAL AND</td><td>/bigwedge L: logical and operator</td><td>Wedge, bigwedge</td></tr></table><p><a href="Overview.html">Overview</a><br><a href="Overview.html#sets">Sets of names</a><br>Previous: <a href="isoamsa.html">isoamsa</a><br>Next: <a href="isoamsc.html">isoamsc</a></p></body></html>