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** Differential topology, in multivariable calculus, the differential of a smooth map between Euclidean spaces or differentiable manifolds is the approximating linear map between the tangent spaces, called pushforward ( differential )
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** and Differential
** Differential PSK ( DPSK )
** Differential QPSK ( DQPSK )
** Differential PCM ( DPCM )
** Differential nonlinearity ( DNL ) shows how much two adjacent code analog values deviate from the ideal 1 LSB step.
** Differential of a function, represents a change in the linearization of a function
** Differential ( infinitesimal ) ( e. g. dx, dy, dt etc.
** Differential operator
** Linear, Ordinary Differential Equations, of the first and second order
** Thermal Differential Analyzer
** Differential geometry stubs:
** Differential: Pearless 100 series.
** Differential Detection
** and topology
** In the product topology, the closure of a product of subsets is equal to the product of the closures.
** In topology, morphisms between topological spaces are called continuous maps, and an automorphism of a topological space is a homeomorphism of the space to itself, or self-homeomorphism ( see homeomorphism group ).
** The set of infinite strings is the inverse limit of the set of finite strings, and is thus endowed with the limit topology.
** the cap, cup and slant product in algebraic topology.
** Category ( topology ) in the context of Baire spaces
** Section ( fiber bundle ), in topology
** Join ( topology ), an operation combining two topological spaces
** Frobenius theorem ( differential topology )
** Cover ( topology ), a system of ( usually, open or closed ) sets whose union is a given topological space
** The topology of F ( M ) depends only on the topology of M, not on the metric d.
** Hausdorff topologies are better-behaved than those in arbitrary general topology.
** Gromov's compactness theorem ( topology ) in symplectic topology
** Krull topology
** In geographic information systems and their data structures, the terms " topology " and " planar enforcement " are used to indicate that the border line between two neighboring areas ( and the border point between two connecting lines ) is stored only once.
** Also in cartography, a topological map is a much simplified map that preserves the mathematical topology while sacrificing scale and shape
** triangulation ( topology ), generalizations to topological spaces other than R < sup > d </ sup >
** Arbitrated loop, for second alternate FC topology
** Fibre Channel point-to-point, for alternate FC topology
** Continuity ( topology ), a generalization to functions between topological spaces
** End ( topology )
** and calculus
** single and multivariate calculus
** A variable for a 2-dimensional region in calculus, usually corresponding to the domain of a double integral.
** William Rowan Hamilton discovers the calculus of quaternions and deduces that they are non-commutative.
** Gottfried Leibniz uses infinitesimal calculus on a function.
** Multivariable calculus
** Real analysis on time scales – a unification of real analysis with calculus of finite differences
** History of calculus
** Tuple relational calculus ( TRC )
** Umbral calculus, binomial type polynomial sequences
** Mountain pass theorem, an existence theorem from the calculus of variations
** Notation for differentiation, common representations of the derivative in calculus
** the propositional calculus, specifies the rules of inference governing the logic of propositions
** the predicate calculus, specifies the rules of inference governing the logic of predicates
** a proof calculus, a framework for expressing systems of logical inference
** the sequent calculus, a proof calculus for first-order logic
** Time scale calculus, the unification of the theory of difference equations with differential equations
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