contrôleur adjoint造句

• contr    The contr-versy is being played out in the theaters. Therefore we can contr 14 : 51, 6 March 2016 ( UTC) The crippling uncertainty for aid organizations, in contr Notability not establishe...
• leur    Sabine d閜lore leur situation, Curiace et Horace en sont 閎ranl閟. Leur conversation fait allusion de la soci閠?Fran鏰ise dans cette 閜oque. But Walter van de Leur isn't as easygoing. Or, nos pa...
• verona van de leur    Verona van de Leur of the Netherlands was third. Dutchwoman Verona van de Leur also won on floor. NAME : Verona van de Leur. She earned a 9.212 to finish second, ahead of Verona Van De Leu...
• adjoint    This is self-adjoint and positive and has trace 1. The first adjoint, Francis Chouat, became the new mayor. The concept generates the adjoint representation of a Lie group Ad. That is, it ...
• adjoint action    After choosing any Lagrangian subspace l, we may define the following adjoint action. is invariant under the adjoint action. More specifically, the decomposition of the adjoint action r = ...
• adjoint boundary condition    By resorting to the residue method , the asymptotic formulas for the eigenvalues and the expansion theorems of dirac eigenvalue problems are proved under the self - adjoint and non - self ...
• adjoint bundle    The space of sections of the adjoint bundle is naturally an ( infinite-dimensional ) Lie algebra. This means that it in a principal-bundle over ( c . f . also Connections on a manifold; pr...
• adjoint differential equation    Her research topic was'A boundary value problem of ordinary self-adjoint differential equations with singularities '.
• adjoint differential operator    In 1967, M . Gasymov defended thesis for Doctor's degree according physics-mathematics sciences in theme of " Some problems of theory of self-adjoint and non-self-adjoint differential oper...
• adjoint endomorphism    Every element of defines the adjoint endomorphism ( also written as ) of with the help of the Lie bracket, as
• adjoint equation    When constructing the adjoint equations for an indirect method, the user must explicitly write down when the constraint is active in the solution, which is difficult to know a priori. In a...
• adjoint flux    Finally the convection - dominated integro - differential equations of parabolic type are considered , the optimal error estimates for the unknown c and the adjoint flux p gained in the pr...
• adjoint form    Usually the equation is presented under the self-adjoint form, a more tractable equation for the ray head position vector "'r "'is given in generic parametric form: The underlined terms in...
• adjoint function    Adjoint function algorithms and direct collocation and nonlinear programming methods are applied to resolve the non - coplanar optimal orbit transfers problem In the two - substance attenu...
• adjoint functor    Mathematicians do not generally need the full adjoint functor concept. The idea of an adjoint functor was formulated by Daniel Kan in 1958. The two variants are related by an adjoint funct...
• adjoint functor theorem    This shows that the " solution set condition " in Freyd's adjoint functor theorem is necessary. Conversely, by the order theoretical Adjoint Functor Theorem, mappings that preserve all sup...
• adjoint functors    Adjoint functors arise everywhere, in all areas of mathematics. These equations are useful in reducing proofs about adjoint functors to algebraic manipulations. This use of language strong...
• adjoint graph    The nodes in the adjoint graph represent multiplication by the derivatives of the functions calculated by the nodes in the primal.
• adjoint group    Weak approximation holds for a broader class of groups, including adjoint groups and inner forms of Chevalley groups, showing that the strong approximation property is restrictive. More pr...
• adjoint linear operator    Some operators ( specifically, self-adjoint linear operators ) correspond to physical observables. Any observable, i . e ., any quantity which can be measured in a physical experiment, sho...
• adjoint linear system    The historical roots of the theory lie in the idea of the adjoint linear system of a linear system of divisors in classical algebraic geometry.
• adjoint map    The adjoint map is not continuous in the ultrastrong topology. The analogy to adjoint maps of Hilbert spaces can be made precise in certain contexts. This leads to the adjoint map ? *, whi...
• adjoint mapping    Multiplicative self - adjoint maps on a non - standard operator algebra which preserve spectrum
• adjoint matrices    For example, the exceptional formally real Jordan algebra is the Albert algebra of 3 by 3 self-adjoint matrices over the octonions. For matrices this follows because unitary and self-adjoi...
• adjoint matrix    A matrix is consimilar to itself, its complex conjugate, its transpose and its adjoint matrix. Let be the skew-adjoint matrix with entry, entry and 0 elsewhere and let be the derivation ad...