Latex符号对应表.pdf

APPENDIX B Math symbol tables B.1 Hebrew and Greek letters Hebrew letters Type Typeset \aleph ? \beth i \daleth k \gimel ? 502 Appendix B Greek letters Lowercase Type Typeset Type Typeset Type Typeset \alpha α \iota ι \sigma σ \beta β \kappa κ \tau τ \gamma γ \lambda λ \upsilon υ \delta δ \mu μ \phi φ \epsilon  \nu ν \chi χ \zeta ζ \xi ξ \psi ψ \eta η \pi π \omega ω \theta θ \rho ρ \varepsilon ε \varpi $ \varsigma ? \vartheta ? \varrho % \varphi ? \digamma z \varkappa κ Uppercase Type Typeset Type Typeset Type Typeset \Gamma Γ \Xi Ξ \Phi Φ \Delta ? \Pi Π \Psi Ψ \Theta Θ \Sigma Σ \Omega ? \Lambda Λ \Upsilon Υ \varGamma Γ \varXi Ξ \varPhi Φ \varDelta ? \varPi Π \varPsi Ψ \varTheta Θ \varSigma Σ \varOmega ? \varLambda Λ \varUpsilon Υ B.2 Binary relations 503 B.2 Binary relations Type Typeset Type Typeset = = : : \in ∈ \ni or \owns 3 \leq or \le ≤ \geq or \ge ≥ \ll  \gg  \prec ? \succ  \preceq  \succeq  \sim ～ \approx ≈ \simeq \cong ～= \equiv ≡ \doteq .= \subset ? \supset ? \subseteq ? \supseteq ? \sqsubseteq v \sqsupseteq w \smile ^ \frown _ \perp ⊥ \models |= \mid | \parallel ‖ \vdash ` \dashv a \propto ∝ \asymp  \bowtie ./ \sqsubset \sqsupset = \Join 1 Note the \colon command used in f : x→ x2, typed as f \colon x \to x^2 504 Appendix B More binary relations Type Typeset Type Typeset \leqq 5 \geqq = \leqslant 6 \geqslant \eqslantless 0 \eqslantgtr 1 \lesssim . \gtrsim \lessapprox / \gtrapprox \approxeq u \lessdot l \gtrdot m \lll ? \ggg ? \lessgtr ? \gtrless ? \lesseqgtr Q \gtreqless R \lesseqqgtr S \gtreqqless T \doteqdot + \eqcirc P \circeq $ \triangleq , \risingdotseq : \fallingdotseq ; \backsim v \thicksim ～ \backsimeq w \thickapprox ≈ \preccurlyeq 4 \succcurlyeq \curlyeqprec 2 \curlyeqsucc 3 \precsim - \succsim % \precapprox w \succapprox v \subseteqq j \supseteqq k \Subset b \Supset c \vartriangleleft C \vartriangleright B \trianglelefteq E \trianglerighteq D \vDash  \Vdash \Vvdash  \smallsmile ` \smallfrown a \shortmid p \shortparallel q \b