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Summary Of: Real number
a real number can be given by an infinite... A real number may be either... A real number is said to be... converges to a real number because for every...
Encyclodia Page On: Real number
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mathematics
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rational numbers
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irrational numbers
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pi
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square root of two
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decimal representation
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number line
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equivalence classes
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Cauchy sequences
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Dedekind cuts
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complete
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Archimedean
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ordered
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field
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retronym
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imaginary number
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citation needed
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rational
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irrational
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algebraic
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transcendental
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positive
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negative
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zero
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continuous
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decimal representations
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ellipsis
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ordered field
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least upper bound
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field
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totally ordered
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upper bound
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least upper bound
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complex numbers
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algebraically closed
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physical sciences
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decimal fractions
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computable
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algorithm
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countably
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constructivists
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definable numbers
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Computers
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floating point
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fixed-point
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Arbitrary-precision arithmetic
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memory
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bits
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processor registers
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computer algebra
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AppleScript
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data type
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R
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blackboard bold
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set
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notation
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dimensional
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matrix
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polynomial
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Lie algebra
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Vulgar fractions
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Egyptians
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Vedic
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Sulba Sutras
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Sanskrit
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irrational numbers
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citation needed
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Greek
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Pythagoras
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irrational numbers
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square root of two
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irrational
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transcendental numbers
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Lambert
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Legendre
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Ruffini
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Abel
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Abel–Ruffini theorem
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quintic
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Évariste Galois
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Galois theory
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Joseph Liouville
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quadratic equation
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Charles Hermite
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e
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Ferdinand von Lindemann
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David Hilbert
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Hurwitz
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Paul Albert Gordan
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calculus
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Georg Cantor
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uncountably infinite
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algebraic numbers
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countably infinite
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diagonal argument
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Construction of real numbers
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converges
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construction of real numbers
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set
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field
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addition
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multiplication
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ordered
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total order
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Dedekind-complete
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non-empty
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upper bound
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least upper bound
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rationals
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square root
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isomorphism
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Tarski's axiomatization of the reals
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limits
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complete
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metric spaces
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uniform spaces
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sequence
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Cauchy sequence
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distance
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Cauchy
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square root
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calculus
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exponential function
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lattice-complete
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Dedekind-complete
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ordered group
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uniform
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completeness (topology)
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metric spaces
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Archimedean field
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David Hilbert
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surreal numbers
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uncountable
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natural numbers
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infinite
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cardinality of the reals
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Cantor's diagonal argument
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algebraic
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almost all
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transcendental
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continuum hypothesis
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independent
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axioms of set theory
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metric space
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absolute value
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totally ordered
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order topology
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topology
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contractible
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connected
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simply connected
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separable
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dimension
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everywhere dense
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locally compact
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compact
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order topologies
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homeomorphic
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square root
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real closed field
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fundamental theorem of algebra
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measure
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Lebesgue measure
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Haar measure
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topological group
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unit interval
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first-order logic
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Löwenheim-Skolem theorem
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hyperreal numbers
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nonstandard models
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nonstandard analysis
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complex numbers
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polynomial
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algebraically closed field
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ordered field
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affinely extended real number system
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compact space
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total order
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complete lattice
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real projective line
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long real line
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hyperreal numbers
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surreal numbers
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infinitesimal
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Archimedean
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Self-adjoint operators
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Hilbert space
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matrices
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eigenvalues
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associative algebra
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Positive-definite
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normal operators
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set theory
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descriptive set theory
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Baire space
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Decimal representation
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Completeness
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Total order
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Limit of a sequence
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Field (mathematics)
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Ordered field
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Real closed field
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Hyperreal number
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Calculus
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Real analysis
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Complex number
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Algebraic number
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Transcendental number
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Continued fraction
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Dedekind completion
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Tarski's axiomatization of the reals
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Georg Cantor
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D. C. Heath and Company
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Edmund Landau
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ISBN 082182693X
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American Mathematical Society
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v
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d
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Number systems
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Natural numbers
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Negative numbers
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Integers
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Rational numbers
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Irrational numbers
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Imaginary numbers
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Complex numbers
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Algebraic numbers
|
Transcendental numbers
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Quaternions
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Octonions
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Sedenions
|
Cayley–Dickson construction
|
Split-complex numbers
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Bicomplex numbers
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Biquaternions
|
Split-quaternions
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Tessarines
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Hypercomplex numbers
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Musean hypernumbers
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Superreal numbers
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Hyperreal numbers
|
Supernatural numbers
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Surreal numbers
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Dual numbers
|
Transfinite numbers
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Extended real numbers
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Cardinal numbers
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Ordinal numbers
|
p
-adic numbers
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Categories
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Elementary mathematics
|
Real numbers
|
All articles with unsourced statements
|
Articles with unsourced statements since August 2008
|
Articles with unsourced statements since May 2007
|
This article is licensed under the
GNU Free Documentation License
. It uses material from the
Wikipedia article "Real number"
.
