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User:SuperMidget/navboxNumbers

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Compact Vertical Table Layout

v t e Number systems
Basic		Complex extensions		Other extensions
Natural numbers $\mathbb {N}$ Negative numbers Integers $\mathbb {Z}$ Rational numbers $\mathbb {Q}$ Irrational numbers	Real numbers $\mathbb {R}$ Imaginary numbers $\mathbb {I}$ Complex numbers $\mathbb {C}$ Algebraic numbers $\mathbb {A}$ Transcendental numbers	Quaternions $\mathbb {H}$ Octonions $\mathbb {O}$ Sedenions $\mathbb {S}$ Cayley-Dickson construction Split-complex numbers $\mathbb {R} ^{1,1}$	Bicomplex numbers Biquaternions Coquaternions Tessarines Hypercomplex numbers	Musean hypernumbers Superreal numbers Hyperreal numbers Surreal numbers Dual numbers Transfinite numbers
Other
Cardinal numbers · Computable numbers · Constructible numbers · $e$ · $i$ (imaginary unit) · ∞ (infinity) · Integer sequences · Large numbers · Mathematical constants · Nominal numbers · Ordinal numbers · p-adic numbers · Pi ( $\pi$ ) · Prime numbers · Serial numbers

Vertical Table Layout

v t e Numbers
Basic	Complex extensions	Other extensions
Natural numbers $\mathbb {N}$ Negative numbers Integers $\mathbb {Z}$ Rational numbers $\mathbb {Q}$ Irrational numbers Real numbers $\mathbb {R}$ Imaginary numbers $\mathbb {I}$ Complex numbers $\mathbb {C}$ Algebraic numbers $\mathbb {A}$ Transcendental numbers	Quaternions $\mathbb {H}$ Octonions $\mathbb {O}$ Sedenions $\mathbb {S}$ Cayley-Dickson construction Split-complex numbers $\mathbb {R} ^{1,1}$ Bicomplex numbers Biquaternions Coquaternions Tessarines Hypercomplex numbers	Musean hypernumbers Superreal numbers Hyperreal numbers Surreal numbers Dual numbers Transfinite numbers
Other
Nominal numbers · Serial numbers · Ordinal numbers · Cardinal numbers · Prime numbers · p-adic numbers · Constructible numbers · Computable numbers · Integer sequences · Mathematical constants · Large numbers · Pi ( $\pi$ ) · $e$ · $i$ (Imaginary unit) · ∞ (infinity)

Table version

v t e Numbers
Basic		Complex extensions	Other extensions	Other
$\mathbb {N}$	Natural numbers
	Negative numbers
$\mathbb {Z}$	Integers
$\mathbb {Q}$	Rational numbers
	Irrational numbers
$\mathbb {R}$	Real numbers
$\mathbb {I}$	Imaginary numbers
$\mathbb {C}$	Complex numbers
$\mathbb {A}$	Algebraic numbers
	Transcendental numbers

Horizontal Navbox

v t e Numbers
Basic	Natural numbers $\mathbb {N}$ · Negative numbers · Integers $\mathbb {Z}$ · Rational numbers $\mathbb {Q}$ · Irrational numbers · Real numbers $\mathbb {R}$ · Imaginary numbers $\mathbb {I}$ · Complex numbers $\mathbb {C}$ · Algebraic numbers $\mathbb {A}$ · Transcendental numbers
Complex extensions	Quaternions $\mathbb {H}$ · Octonions $\mathbb {O}$ · Sedenions $\mathbb {S}$ · Cayley-Dickson construction · Split-complex numbers $\mathbb {R} ^{1,1}$ · Bicomplex numbers · Biquaternions · Coquaternions · Tessarines · Hypercomplex numbers
Other extensions	Musean hypernumbers · Superreal numbers · Hyperreal numbers · Surreal numbers · Dual numbers · Transfinite numbers
Other	Nominal numbers · Serial numbers · Ordinal numbers · Cardinal numbers · Prime numbers · p-adic numbers · Constructible numbers · Computable numbers · Integer sequences · Mathematical constants · Large numbers · π = 3.141592654… · e = 2.718281828… · i (Imaginary unit) $i^{2}=-1$ · ∞ (infinity)

Navbox version

Numbers

Basic

$\mathbb {N}$ · Natural numbers
$\mathbb {Z}$ · Integers
$\mathbb {Q}$ · Rational numbers

Irrational numbers
$\mathbb {R}$ · Real numbers
$\mathbb {I}$ · Imaginary numbers

$\mathbb {C}$ · Complex numbers
$\mathbb {A}$ · Algebraic numbers
Transcendental numbers

Complex extensions

$\mathbb {H}$ · Quaternions
$\mathbb {O}$ · Octonions
$\mathbb {S}$ · Sedenions

Cayley-Dickson construction
$\mathbb {R} ^{1,1}$ · Split-complex numbers
Bicomplex numbers

Hypercomplex numbers

Other extensions

Basic (table layout)

Natural numbers	$\mathbb {N}$	Irrational numbers		Complex numbers	$\mathbb {C}$
Integers	$\mathbb {Z}$	Real numbers	$\mathbb {R}$	Algebraic numbers	$\mathbb {A}$
Rational numbers	$\mathbb {Q}$	Imaginary numbers	$\mathbb {I}$	Transcendental numbers

Basic multiple divs

$\mathbb {N}$
$\mathbb {Z}$
$\mathbb {Q}$

Natural numbers
Integers
Rational numbers

Irrational numbers
$\mathbb {R}$ · Real numbers
$\mathbb {I}$ · Imaginary numbers

$\mathbb {C}$ · Complex numbers
$\mathbb {A}$ · Algebraic numbers
Transcendental numbers

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