1.10. Discrete systems. We first present some abstract results for
... transversal to f at ξ or a cross section at ξ. If we let Tξ (Σ) denote the set of vectors tangent to Σ at ξ; that is, the set of vectors orthogonal to ∇F (ξ), then Σ is transverse to f at ξ if and only if Tξ (Σ) ⊕ f (ξ) = lRd . Let γ be a periodic orbit of minimal period p > 0 of (6.1) and suppose t ...
... transversal to f at ξ or a cross section at ξ. If we let Tξ (Σ) denote the set of vectors tangent to Σ at ξ; that is, the set of vectors orthogonal to ∇F (ξ), then Σ is transverse to f at ξ if and only if Tξ (Σ) ⊕ f (ξ) = lRd . Let γ be a periodic orbit of minimal period p > 0 of (6.1) and suppose t ...
Perturbation Method in the Analysis of Manipulator Inertial
... mechanical vibrations can be induced during motion. Simultaneously, the accuracy with which the gripping device follows the given motion trajectory belongs to basic characteristics of its quantitative evaluation [6, 10, 12]. Errors in following the motion trajectory by the gripping device depend on ...
... mechanical vibrations can be induced during motion. Simultaneously, the accuracy with which the gripping device follows the given motion trajectory belongs to basic characteristics of its quantitative evaluation [6, 10, 12]. Errors in following the motion trajectory by the gripping device depend on ...
The boundary conditions
... the boundary theory. In fact, this operator has an ambiguity in its expectation value from its gauge degrees of freedom. However, the field strength made out of the gauge field has conformal dimension 2 and which satisfies the unitarity bounds. The real observable -> field strength. • The boundary c ...
... the boundary theory. In fact, this operator has an ambiguity in its expectation value from its gauge degrees of freedom. However, the field strength made out of the gauge field has conformal dimension 2 and which satisfies the unitarity bounds. The real observable -> field strength. • The boundary c ...
James Clerk Maxwell - Math Tutorials and More by George
... scientific event of the same decade. — Richard Feynman Maxwell’s importance in the history of scientific thought is comparable to Einstein’s (whom he inspired) and to Newton’s (whose influence he curtailed). — Ivan Tolstoy Maxwell’s Equations have had a greater impact on human history than any ten p ...
... scientific event of the same decade. — Richard Feynman Maxwell’s importance in the history of scientific thought is comparable to Einstein’s (whom he inspired) and to Newton’s (whose influence he curtailed). — Ivan Tolstoy Maxwell’s Equations have had a greater impact on human history than any ten p ...
improving the planning solution quality by replanning
... as those achieved from scratch (Koenig et al, 2002). The adaptation of a plan can be also useful for generative planning systems. The new planning paradigm, called Planning by Rewriting (PbR), uses an adaptation phase, called rewriting, that turns a low quality plan into a high quality plan by using ...
... as those achieved from scratch (Koenig et al, 2002). The adaptation of a plan can be also useful for generative planning systems. The new planning paradigm, called Planning by Rewriting (PbR), uses an adaptation phase, called rewriting, that turns a low quality plan into a high quality plan by using ...
Quantum annealing with antiferromagnetic fluctuations
... Note that Ĥ(0) = V̂ and Ĥ(τ ) = Ĥ0 , and the initial state |Ψ(0)i is the ground state of Ĥ(0). If we change the control parameter slowly (τ ≫ 1), the state would stay very close to the instantaneous ground state during the time evolution. We can then achieve the ground state of Ĥ0 at t = τ , wh ...
... Note that Ĥ(0) = V̂ and Ĥ(τ ) = Ĥ0 , and the initial state |Ψ(0)i is the ground state of Ĥ(0). If we change the control parameter slowly (τ ≫ 1), the state would stay very close to the instantaneous ground state during the time evolution. We can then achieve the ground state of Ĥ0 at t = τ , wh ...
