About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 79. Chapters: Bijection, Injective function, Continuous function, Surjective function, Holomorphic function, Measurable function, Multiplicative function, Identity function, Monotonic function, Binary function, Entire function, Harmonic function, Singular function, Periodic function, Meromorphic function, Elliptic function, Arithmetic function, Additive function, Analytic function, Elementary function, Ring of symmetric functions, Smooth function, Convex function, Vector-valued function, Quasisymmetric function, Indicator function, Implicit and explicit functions, Quasiconvex function, Rational function, Subharmonic function, Homogeneous function, Function composition, Algebraic function, Multivalued function, Even and odd functions, Transcendental function, Differentiable function, Plurisubharmonic function, Negligible function, Concave function, Locally integrable function, Pseudolinear function, Pseudoconvex function, Positive-definite function, Nowhere continuous function, Simple function, Doubly periodic function, Functional, Cauchy-continuous function, List of types of functions, Quasi-analytic function, Constant function, Bounded function, Piecewise linear function, Weakly measurable function, Bochner measurable function, Sublinear function, Empty function, Hermitian function, Flat function, Univalent function, Bounded type, Completely multiplicative function, Quasiperiodic function, Invex function, Proper convex function, Antiholomorphic function, Polyconvex function, Function of a real variable, Coarse function, Pluriharmonic function, Symmetrically continuous function, Weakly harmonic function, Unary function, Single-valued function, Radially unbounded function, Closed convex function, Real-valued function. Excerpt: In mathematics, a continuous function is a function for which, intuitively, small changes in the input re...
