User:Amitosh.swain/Books/Numbers Volume 1

Volume 1

 * Number


 * Numbers
 * Axiom of Maria
 * C-number
 * Concrete number
 * Coxeter element
 * Dissociation number
 * Duality
 * Fraction (mathematics)
 * Fuzzy number
 * Ideal number
 * Illegal number
 * Katapayadi system
 * Kostka number
 * List of types of numbers
 * Love number
 * Millieme
 * Mythical number
 * Natural logarithm of 2
 * Natural number
 * Negative number
 * Nothing up my sleeve number
 * Numeronym
 * Preferred number
 * Round number
 * Sign (mathematics)
 * Number (sports)
 * Strahler number
 * Superpartient number
 * Table of divisors


 * Algebraic Number
 * Algebraic number
 * Algebraic integer
 * Constructible number
 * Cube root of two
 * Eisenstein integer
 * Exact trigonometric constants
 * Gaussian integer
 * Imaginary unit
 * Look-and-say sequence
 * Perron number
 * Pisot–Vijayaraghavan number
 * Root of unity
 * Salem number
 * Silver ratio
 * Square root of 5
 * Square root of 3
 * Square root of 2
 * Twelfth root of two


 * Golden Ratio
 * Golden ratio
 * Mark Barr
 * Golden angle
 * Golden ratio base
 * Golden rectangle
 * Golden rhombus
 * Golden section search
 * Golden spiral
 * Golden triangle (mathematics)
 * Golomb sequence
 * Jay Hambidge
 * Kepler triangle
 * Lute of Pythagoras
 * Pentagram
 * Proportion (architecture)
 * List of works designed with the golden ratio


 * Rational Numbers
 * Rational number
 * 142857 (number)
 * Dedekind cut
 * Dyadic rational
 * Half-integer
 * Hundredth
 * Niven's theorem
 * One half
 * Superparticular number


 * Integers
 * Integer
 * −1 (number)
 * Signed zero


 * Integer Sequences
 * Integer sequence
 * Abundant number
 * Achilles number
 * Alcuin's sequence
 * Almost perfect number
 * Almost prime
 * Alternating factorial
 * Amicable numbers
 * Antichain
 * Arithmetic number
 * Ban number
 * Beatty sequence
 * Bell number
 * Bernoulli number
 * Betrothed numbers
 * Binomial coefficient
 * Blum integer
 * Boustrophedon transform
 * Calkin–Wilf tree
 * Carmichael number
 * Carol number
 * Catalan number
 * Colossally abundant number
 * Complete sequence
 * Composite number
 * Congruum
 * Cube (algebra)
 * Cullen number
 * Dedekind number
 * Deficient number
 * Delannoy number
 * Derangement
 * Descartes number
 * Divisibility sequence
 * Double factorial
 * Double Mersenne number
 * Elliptic divisibility sequence
 * Equidigital number
 * Erdős–Woods number
 * Ergodic sequence
 * Euclid number
 * Euclid–Mullin sequence
 * Euler number
 * Eulerian number
 * Exponential factorial
 * Extravagant number
 * Factorial
 * Factorial prime
 * Factorion
 * Fermat number
 * Fifth power (algebra)
 * Figurate number
 * Fortunate number
 * Fourth power
 * Fractal sequence
 * Friendly number
 * Frugal number
 * Genocchi number
 * Giuga number
 * Greedy algorithm for Egyptian fractions
 * Harmonic divisor number
 * Hemiperfect number
 * Hermite number
 * Highly abundant number
 * Highly composite number
 * Highly cototient number
 * Highly totient number
 * Hilbert number
 * Hofstadter sequence
 * Home prime
 * Hyperperfect number
 * Idoneal number
 * Interprime
 * Irrationality sequence
 * Jacobsthal number
 * Juggler sequence
 * Kynea number
 * Lah number
 * Lambek–Moser theorem
 * Lazy caterer's sequence
 * Lehmer number
 * Leonardo number
 * Leyland number
 * Lobb numbers
 * Lucas chain
 * Lucas number
 * Lucas sequence
 * Lucas–Carmichael number
 * Lucky number
 * Lucky numbers of Euler
 * Magic constant
 * Meander (mathematics)
 * Meertens number
 * Ménage problem
 * Mersenne number
 * Mersenne prime
 * Mian–Chowla sequence
 * Motzkin number
 * Multiplicative partition
 * Multiply perfect number
 * Narayana number
 * Noncototient
 * Nonhypotenuse number
 * Nontotient
 * List of OEIS sequences
 * On-Line Encyclopedia of Integer Sequences
 * Ordered Bell number
 * Padovan sequence
 * Partition (number theory)
 * Pell number
 * Perfect number
 * Perfect power
 * Perfect totient number
 * Perrin number
 * Polite number
 * Poly-Bernoulli number
 * Power of two
 * Powerful number
 * Powers of 10
 * Practical number
 * Primary pseudoperfect number
 * Prime number
 * Primefree sequence
 * Primitive abundant number
 * Primitive permutation group
 * Primitive semiperfect number
 * Primorial
 * Primorial prime
 * Pronic number
 * Proth number
 * Quasiperfect number
 * Refactorable number
 * Regular number
 * Rough number
 * Schröder number
 * Schröder–Hipparchus number
 * Semiperfect number
 * Semiprime
 * Singly and doubly even
 * Small set (combinatorics)
 * Smooth number
 * Sociable number
 * Somos sequence
 * Sparsely totient number
 * Sphenic number
 * Spt function
 * Square number
 * Square triangular number
 * Square-free integer
 * Squared triangular number
 * Stirling number
 * Størmer number
 * Strictly non-palindromic number
 * Sublime number
 * Sum-free sequence
 * Super-Poulet number
 * Superabundant number
 * Superior highly composite number
 * Superperfect number
 * Sylvester's sequence
 * Telephone number (mathematics)
 * Thabit number
 * Triangular number
 * Ulam number
 * Unitary perfect number
 * Untouchable number
 * Unusual number
 * Weak ordering
 * Wedderburn–Etherington number
 * Weird number
 * Wilson quotient
 * Wolstenholme number
 * Woodall number
 * Zeisel number
 * Zimmert set
 * Znám's problem
 * Aronson's sequence
 * Automorphic number
 * Circular prime
 * Digit-reassembly number
 * Dihedral prime
 * Dudeney number
 * Emirp
 * Friedman number
 * Happy number
 * Harshad number
 * Kaprekar number
 * Keith number
 * Maris–McGwire–Sosa pair
 * Minimal prime (recreational mathematics)
 * Narcissistic number
 * Palindromic number
 * Palindromic prime
 * Pandigital number
 * Parasitic number
 * Permutable prime
 * Polydivisible number
 * Primeval number
 * Repdigit
 * Repunit
 * Self number
 * Self-descriptive number
 * Smarandache–Wellin number
 * Smith number
 * Strobogrammatic number
 * Strobogrammatic prime
 * Sum-product number
 * Transposable integer
 * Trimorphic number
 * Truncatable prime
 * Undulating number
 * Vampire number
 * Weakly prime number


 * Pandigital Numbers
 * 9814072356 (number)


 * Binary Sequences
 * Bitstream
 * Barker code
 * Baum–Sweet sequence
 * De Bruijn sequence
 * Characteristic sequence
 * Ehrenfeucht–Mycielski sequence
 * Fibonacci word
 * Kolakoski sequence
 * Maximum length sequence
 * Pseudorandom binary sequence
 * Regular paperfolding sequence
 * Rudin–Shapiro sequence
 * Thue–Morse sequence
 * ±1-sequence


 * Fibonacci Numbers
 * Fibonacci number
 * Leonardo Bonacci
 * Alfred Brousseau
 * Carmichael's theorem
 * Cassini and Catalan identities
 * Fibonacci
 * Fibonacci coding
 * Fibonacci cube
 * Fibonacci heap
 * Fibonacci numbers in popular culture
 * Fibonacci polynomials
 * Fibonacci prime
 * Fibonacci quasicrystal
 * Fibonacci retracement
 * Fibonomial coefficient
 * Fibonorial
 * FISH (cipher)
 * Generalizations of Fibonacci numbers
 * Hemachandra
 * Hosoya's triangle
 * Lagged Fibonacci generator
 * Lucas pseudoprime
 * Édouard Lucas
 * Markov number
 * Missing square puzzle
 * NegaFibonacci coding
 * Pingala
 * Pisano period
 * Przemysław Prusinkiewicz
 * Random Fibonacci sequence
 * Reciprocal Fibonacci constant
 * Alexey Stakhov
 * The Fibonacci Association
 * Virahanka
 * Wythoff array
 * Young–Fibonacci lattice
 * Zeckendorf's theorem


 * Figurate Numbers
 * Beer can pyramid
 * Centered cube number
 * Centered decagonal number
 * Centered dodecahedral number
 * Centered heptagonal number
 * Centered hexagonal number
 * Centered icosahedral number
 * Centered nonagonal number
 * Centered octagonal number
 * Centered octahedral number
 * Centered pentachoric number
 * Centered pentagonal number
 * Centered polygonal number
 * Centered polyhedral number
 * Centered square number
 * Centered tetrahedral number
 * Centered triangular number
 * Decagonal number
 * Dodecagonal number
 * Dodecahedral number
 * Ehrhart polynomial
 * Fermat polygonal number theorem
 * Gnomon (figure)
 * Heptagonal number
 * Heptagonal pyramidal number
 * Hexagonal number
 * Hexagonal pyramidal number
 * Icosahedral number
 * Nonagonal number
 * Octagonal number
 * Octahedral number
 * Pentagonal number
 * Pentagonal pyramidal number
 * Pentatope number
 * Pollock octahedral numbers conjecture
 * Polygonal number
 * Pyramidal number
 * Square pyramidal number
 * Star number
 * Stella octangula number
 * Tetrahedral number


 * Prime Numbers
 * Backhouse's constant
 * Proof of Bertrand's postulate
 * Bi-twin chain
 * Chebyshev's bias
 * Copeland–Erdős constant
 * Cunningham chain
 * Formula for primes
 * Gaussian moat
 * Generating primes
 * Gigantic prime
 * Goldbach's comet
 * Illegal prime
 * Industrial-grade prime
 * Largest known prime number
 * Megaprime
 * Mills' constant
 * The Music of the Primes
 * Prime constant
 * Prime factor
 * Table of prime factors
 * Prime gap
 * Prime k-tuple
 * Prime Pages
 * Prime power
 * Prime signature
 * Prime-counting function
 * PrimeGrid
 * Primes in arithmetic progression
 * Riesel number
 * Riesel Sieve
 * Ruth–Aaron pair
 * Sierpinski number
 * SuperPrime
 * Titanic prime
 * Twin Prime Search
 * Ulam spiral
 * Wieferich pair
 * List of prime numbers
 * Balanced prime
 * Chen prime
 * Cousin prime
 * Cuban prime
 * Cullen prime
 * Double Mersenne prime
 * Eisenstein prime
 * Fortunate prime
 * Full reptend prime
 * Gaussian prime
 * Genocchi prime
 * Good prime
 * Happy prime
 * Higgs prime
 * Highly cototient prime
 * Integer sequence prime
 * Irregular prime
 * Left-truncatable prime
 * Long prime
 * Lucas prime
 * Lucky prime
 * Mills prime
 * Motzkin prime
 * Newman–Shanks–Williams prime
 * Pierpont prime
 * Pillai prime
 * Prime quadruplet
 * Prime triplet
 * Proth prime
 * Pythagorean prime
 * Quartan prime
 * Ramanujan prime
 * Regular prime
 * Repunit prime
 * Right prime
 * Right-truncatable prime
 * Safe prime
 * Sexy prime
 * Solinas prime
 * Sophie Germain prime
 * Stern prime
 * Strong prime
 * Super-prime
 * Supersingular prime (for an elliptic curve)
 * Supersingular prime (moonshine theory)
 * Twin prime
 * Unique prime
 * Wagstaff prime
 * Wall–Sun–Sun prime
 * Wieferich prime
 * Wilson prime
 * Wolstenholme prime
 * Wolstenholme's theorem
 * Woodall prime