About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 139. Chapters: Derivative, Bijection, Linear map, Injective function, Surjective function, Primitive recursive function, Holomorphic function, Integral, Homeomorphism, Inverse function, Graph of a function, Codomain, Affine transformation, Domain of a function, Partial function, Identity function, Lorentz transformation, Functional decomposition, Periodic function, Meromorphic function, Embedding, Logit, Differential calculus, Translation, Mobius transformation, Perspective, Superfunction, Inversive geometry, Squeeze mapping, Complex quadratic polynomial, 3D projection, Point reflection, Implicit and explicit functions, Motor variable, Second derivative, Bijection, injection and surjection, Function composition, Pfaffian function, Unimodality, Multivalued function, 2 x 2 real matrices, Semilinear transformation, Hubbard-Stratonovich transformation, Involution, Carmichael function, Quaternion variable, Iterated function, Homomorphic secret sharing, Scaling, Isometry, Inversion transformation, Glide reflection, Unfolding, Parity function, Rotation of axes, Angle of parallelism, Motivic zeta function, Shear mapping, Piecewise, Antihomomorphism, Range, Conway base 13 function, Constant function, A-equivalence, Root of a function, Inclusion map, Generalized Ozaki cost function, Sammon projection, Jonsson function, K-equivalence, Tak, Homothetic transformation, Rigid transformation, Signomial, Function application, Oblique reflection, Empty function, Owen's T function, Tetraview, Tapering, Crystal Ball function, Splitting lemma, Propositional function, Periodic summation, Vertical line test, Antilinear map, Antiholomorphic function, Set function, Marcum Q-function, Steiner's problem, Three-dimensional graph, Differential coefficient, Multigrade operator, High-dimensional model representation, Functional form, Similarity invariance, Par...
