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Schwarzian derivative
Schwarzian derivative In mathematics, the Schwarzian derivative is a certain operator that is invariant ... modular forms and hypergeometric series. Definition The Schwarzian derivative of a function of one ...
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Talk:Schwarzian derivative
Talk:Schwarzian derivative Needs TeXpert help with formulae. Charles Matthews ...
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Derivative (generalizations)
Derivative (generalizations) In mathematics, there are many possible generalizations of the derivative, that is, the fundamental construction of the differential calculus. Multivariable calculus The derivative is often met for the first time ... of multivariable calculus. One view of the derivative is that it specifies the best linear ... m yields the idea of the total derivative, the best linear transformation approximating the ...
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Derivative (generalization) (translated from Russian)
Derivative (generalization) In matematike exists many different generalizations of the concept the derivative, t.k. it is the primary construction ... Analysis of the functions of several variables Derivative for the first time frequently is encountered ... of the functions of several variables. Partial derivative it is determined practically identical to derived ... the independent variable, which was made. Total derivative of function it is used for ...
http://ru.wikipedia.org/wiki/Производная_(обобщение) - 15k - Cached (Russian) - Wikipedia (Russian) - Similar pages
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List of mathematics articles (S-U)
... Schwarz lemma -- Schwarz reflection principle -- Schwarz triangle -- Schwarzian derivative -- Schwarzschild black hole -- Schwarzschild coordinates -- Schwarzschild metric ... line -- Secant method -- Second-countable space -- Second derivative test -- Second fundamental form -- Second generation wavelet ... order logic -- Second-order predicate -- Second partial derivative test -- Second stellation of icosahedron -- Secondary Mathematics ... of finite type -- Subspace -- Subspace topology -- Substantive derivative -- Substitution matrix -- Substitution model -- Substitution-permutation ...
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Connection (mathematics)
... geometry, a connection (also connexion) or covariant derivative is a way of specifying a derivative of a vector field along another vector ... multiplant of the difference between the covariant derivative and the ordinary partial derivative in a coordinate chart. That is, partial ... specifies the connection by components; see Covariant derivative (three indices, but this is not ...
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List of mathematics articles (S)
... Schwarz lemma -- Schwarz reflection principle -- Schwarz triangle -- Schwarzian derivative -- Schwarzschild black hole -- Schwarzschild coordinates -- Schwarzschild metric ... line -- Secant method -- Second-countable space -- Second derivative test -- Second fundamental form -- Second generation wavelet ... order logic -- Second-order predicate -- Second partial derivative test -- Second stellation of icosahedron -- Secondary Mathematics ... of finite type -- Subspace -- Subspace topology -- Substantive derivative -- Substitution matrix -- Substitution model -- Substitution-permutation ...
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User:Linas
... Electron configuration - Geodesic - Hopf-Rinow theorem - Lie derivative - Push forward - Covering map - Schwarz lemma - Simplex ... Picard-Fuchs equation - Riemann's differential equation - Schwarzian derivative - Elliptic curve - Baker's map - Euler-MacLaurin ... Fredholm kernel - Algebra over a field - Gâteaux derivative - Fréchet derivative - Homogeneous polynomial - Ergodic theory - Hyperbolic space - ...
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Hypergeometric differential equation
... w=uv and eliminating the first-derivative term. One finds that |
EP Quantum Mechanics
... theory is based on symmetry properties of schwarzian derivative and on the Quantum Stationary Hamilton-Jacobi ... S(q),q\} with {,} denoting the schwarzian derivative. The QSHJE can be demonstrated to imply ...
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