Notation guide: Arranged alphanumerically

Shaun Culver · 10 Nov 2008, 18:10

A work in progress...

Often, you'll find that things can be represented in an alternative form. In the meantime, I won't be listing the alternatives.

charge conjugation

$\textsf{C}$

Code:

\textsf{C}

charge-current vector

$\boldsymbol{J}$

Code:

\boldsymbol{J}

Clifford-Dirac algebra element

$\slashed{A}$

Code:

\slashed{A}

complex numbers, system of

$\mathbb{C}$

Code:

\mathbb{C}

conformal tensor

$C_{a b c d}$

Code:

C_{a b c d}

cosmological constant

$\Lambda$

Code:

\Lambda

electromagnetic potential

$\boldsymbol{A}$

Code:

\boldsymbol{A}

energy-momentum tensor

$\boldsymbol{T}$

Code:

\boldsymbol{T}

finite field with

elements

$\mathbb{F}_q$

Code:

\mathbb{F}_q

Hamiltonion

$\mathcal{H}$

Code:

\mathcal{H}

Hilbert space of

complex dimensions

$\textbf{\textsf{H}}^n$

Code:

\textbf{\textsf{H}}^n

integers, system of

$\mathbb{Z}$

Code:

\mathbb{Z}

Killing vector

$\kappa$

Code:

\kappa

Lagrangian

$\mathcal{L}$

Code:

\mathcal{L}

Levi-Civita tensor

$\varepsilon$

Code:

\varepsilon

Maxwell field tensor

$\boldsymbol{F}$

Code:

\boldsymbol{F}

natural numbers, system of

$\mathbb{N}$

Code:

\mathbb{N}

null infinity

$\mathscr{I}$

Code:

\mathscr{I}

parity

$\textsf{P}$

Code:

\textsf{P}

projective n-space

$\mathbb{P}^n$

Code:

\mathbb{P}^n

real numbers, system of

$\mathbb{R}$

Code:

\mathbb{R}

Riemann curvature tensor

$\boldsymbol{R}$

Code:

\boldsymbol{R}

Schrödinger evolution

$\textbf{U}$

Code:

\textbf{U}

state, evolution of a

$\rightsquigarrow$

Code:

\rightsquigarrow

state reduction

$\textbf{R}$

Code:

\textbf{R}

time-reversal

$\textsf{P}$

Code:

\textsf{P}

Weyl tensor

$C_{a b c d}$

Code:

C_{a b c d}

Notation guide: Arranged alphanumerically

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