User:Aniruddha22Paranjpye/Books/Functions and Mappings - II

Functions and Mappings - II

 * Arithmetic function
 * Additive function
 * Aliquot sequence
 * Average order of an arithmetic function
 * Bell series
 * Cauchy's functional equation
 * Chebyshev function
 * Dirichlet convolution
 * Divisibility sequence
 * Divisor summatory function
 * Extremal orders of an arithmetic function
 * Gauss circle problem
 * Integer sequence
 * Mertens function
 * Möbius inversion formula
 * Normal order of an arithmetic function
 * Partition (number theory)
 * Prime gap
 * Von Mangoldt function
 * Multiplicative function
 * Carmichael's totient function conjecture
 * Completely multiplicative function
 * Dedekind psi function
 * Divisor function
 * Euler's totient function
 * Greatest common divisor
 * Jordan's totient function
 * Kronecker's sigma function
 * Liouville function
 * Möbius function
 * Radical of an integer
 * Unit function
 * Abundant number
 * Almost perfect number
 * Amicable number
 * Colossally abundant number
 * Deficient number
 * Friendly number
 * Harmonic divisor number
 * Highly abundant number
 * Hyperperfect number
 * Perfect number
 * Primitive abundant number
 * Quasiperfect number
 * Sociable number
 * Sublime number
 * Superabundant number
 * Superperfect number
 * Table of divisors
 * Untouchable number
 * Weird number
 * Functional calculus
 * Borel functional calculus
 * Continuous functional calculus
 * Holomorphic functional calculus
 * Adjoint functors
 * Amnestic functor
 * Analytic functor
 * Calculus of functors
 * Derived functor
 * Diagonal functor
 * Diagram (category theory)
 * Dinatural transformation
 * End (category theory)
 * Essentially surjective functor
 * Exact functor
 * Forgetful functor
 * Free functor
 * Full and faithful functors
 * Functor
 * Functor category
 * Hom functor
 * Inverse system
 * Natural transformation
 * Polynomial functor
 * Presheaf (category theory)
 * Profunctor
 * Representable functor
 * Smooth functor
 * Span (category theory)
 * Subfunctor
 * Zuckerman functor
 * Apply
 * Beck's monadicity theorem
 * Distributive law between monads
 * Equivalence of categories
 * Isomorphism of categories
 * Kan extension
 * Kleisli category
 * Monad (category theory)
 * Monad (functional programming)
 * Monoidal adjunction
 * Morita equivalence
 * Reflective subcategory
 * Strong monad
 * Brown's representability theorem
 * Classifying space
 * Moduli scheme
 * Yoneda lemma
 * Branch point
 * Derivative rule for inverses
 * Equation solving
 * Fatou–Bieberbach domain
 * Implicit and explicit functions
 * Inverse functions and differentiation
 * Inverse function
 * Lagrange inversion theorem
 * Lagrange reversion theorem
 * Local diffeomorphism
 * Logarithm of a matrix
 * Nash–Moser theorem
 * Inverse problem
 * Acoustic source localization
 * Collocation (remote sensing)
 * Electrical resistivity tomography
 * Inverse scattering problem
 * Inverse problem for Lagrangian mechanics
 * Inverse problem in optics
 * Isoline retrieval
 * Regularization (mathematics)
 * Reverse Monte Carlo
 * Seismic tomography
 * Tomographic reconstruction