Page 142 - Basics of MATLAB and Beyond

object’s HorizontalAlignment and VerticalAlignment properties to
the indicated values:

HorizontalAlignment

VerticalAlignment

These text objects all have the reference point at (0.5,0.5), indicated by
the cross on each little plot.

33.1 Symbols and Greek Letters
The best way to put symbols and Greek letters in your text is to use
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matlab’s implementation of the T X (or LT X) syntax. T Xis a
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E
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computer typesetting system for producing high-quality mathematical
material. (This book was produced using T X.) In T X you produce
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E
symbols and Greek letters by typing a backslash “\” followed by the
name of the letter or symbol:
∆ \Delta ◦ \circ κ \kappa ρ \rho
Γ \Gamma ♣ \clubsuit λ \lambda → \rightarrow
= \cong
\Im ∼ ← \leftarrow σ \sigma
Λ \Lambda ∪ \cup ↔ \leftrightarrow ∼ \sim
Ω \Omega δ \delta ≤ \leq ♠ \spadesuit
Φ \Phi ♦ \diamondsuit µ \mu ⊂ \subset
Π \Pi ÷ \div = \neq ⊆ \subseteq
Ψ \Psi ↓ \downarrow \ni ⊃ \supset
\Re \epsilon ν \nu ⊇ \supseteq
Σ \Sigma ≡ \equiv ø \o τ \tau
Θ \Theta η \eta ω \omega θ \theta
Υ \Upsilon ∃ \exists ⊕ \oplus ↑ \uparrow
Ξ \Xi ∀ \forall \oslash υ \upsilon
ℵ \aleph γ \gamma ⊗ \otimes ς \varsigma
α \alpha ≥ \geq ∂ \partial ϑ \vartheta
≈ \approx ♥ \heartsuit φ \phi ℘ \wp
β \beta ∈ \in π \pi ξ \xi
• \bullet ∞ \infty ± \pm ζ \zeta

∩ \cap \int ∝ \propto
χ \chi ι \iota ψ \psi
Here are some examples:

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