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Longrightarrow

An Introduction to the Basics of L

The most frequently used ones are P \sum \\backslash7! \longmapsto Q \prod... \ldots =) \Longrightarrow R \int ···\cdots (=\Longleftarrow T \bigcap... \vdots () \Longleftrightar row S \bigcup... \ddots! \rightarrow 1 \infty ±\pm) \Rightarrow @\partial◊\times, \Leftrightarrow 8 \forall! \longrightarrow, \Leftrightarrow ...

# \vartheta … \pi

\longrightarrow # \downarrow) \Rightarrow = ) \Longrightarrow + \Downarrow $ \leftrightarrow ˆ! \longleftrightar row l \updownarrow, \Leftrightarrow () \Longleftrightar row m \Updownarrow 7!

Math Symbols

... leftarrow \longleftarrow \uparrow Arrow Symbols \leftarrow \longleftarrow \uparrow \Leftarrow \Longleftarrow \Uparrow \rightarrow \longrightarrow \downarrow \Rightarrow \Longrightarrow \Downarrow ...

List of Mathematical Symbols

3.9 ListofMathematical Symbols 47 Table 3.6: BIG Operators P \sum S \bigcup W \bigvee L \bigoplus Q \prod T \bigcap V \bigwedge N \bigotimes ' \coprod F \bigsqcup J \bigodot R \int H \oint U \biguplus Table 3.7: Arrows \leftarrowor\gets \longleftarrow "\uparrow! \rightarrowor\to! \longrightarrow #\downarrow $\leftrightarrow ...

List of Mathematical Symbols

3.9 ListofMathematical Symbols 49 Table 3.6: BIG Operators. * \sum! \bigcup " \bigvee # \bigoplus $ \prod % \bigcap & \bigwedge ' \bigotimes (\coprod) \bigsqcup * \bigodot + \int, \oint-\biguplus Table 3.7: Arrows. ← \leftarrowor\gets ←− \longleftarrow ↑ \uparrow → \rightarrowor\to −→ \longrightarrow ↓ ...

Greek Letters

\perp / \propto Most relations can be negated byprexingthem with\not. 6 \not\equiv =2 \notin 6 = \ne Arrows \leftarrowor\gets \longleftarrow (\Leftarrow ( =\Longleftarrow! \rightarrowor\to! \longrightarrow) \Rightarrow = ) \Longrightarrow $ \leftrightarrow! \longleftrightar row, \Leftrightarrow () \Longleftrightar row 7!

Greek Letters

The format is\buildrelh superscripti\overhrelationi.! \buildrel\alpha\beta\over\longrightarrow f (x) def =x+1 f(x)\; {\buildrel\rmdef\over=}\;x+1 Delimeters [\lbrackor[f\lbraceor\{h\langle]\rbrackor]g\rbraceor\}i\rangle j \vert or| b \lfloor d \lceil k \Vert or\|c\rfloore\rceil [[[\![(((\!(h h \langle\!\langle]] ...

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Motivated by this question, we define, for a probability distribution $\mu$ and a basepoint $o$ in $\mathbf{R}^d$, a function $h = h_{\mu,o} : [0, 1] \longrightarrow [0, \infty )$.

XMathematical Symbols

7 Arrow symbols \leftarrow \longleftarrow "\uparrow (\Leftarrow (=\Longleftarrow*\Uparrow! \rightarrow! \longrightarrow #\downarrow) \Rightarrow =) \Longrightarrow+\Downarrow $ \leftrightarrow! \longleftrightar row l \updownarrow, \Leftrightarrow () \Longleftrightar row m \Updownarrow 7! \mapsto 7! \longmapsto %\nearrow ...

A Mathematical symbols

... Table 4: Large delimiters \uparrow \Uparrow \downarrow \Downarrow \{\} \updownarrow \Updownarrow \lfloor \rfloor \lceil \rceil \langle \rangle / \backslash | \| Table 5: Delimiters \leftarrow \longleftarrow \uparrow \Leftarrow \Longleftarrow \Uparrow \rightarrow \longrightarrow \downarrow \Rightarrow \Longrightarrow \Downarrow ...