„linearizable“

Suchergebnisse

47 Treffer

• Non-linearizable CR-automorphisms, torsion-free elliptic CR-manifolds and second order ODE
  Ezhov, Vladimir ; Schmalz, Gerd
• Exponentially long time stability near an equilibrium point for non–linearizable analytic vector fields
  Carletti, Timoteo
• Yang-Mills equations are formally linearizable
  Flato, Moshe ; Simon, Jacques
• Geometric properties of linearizable control systems
  Marino, R. ; Boothby, W. M. ; Elliott, D. L.
• Zum High-Gain-Beobachterentwurf für eingangs-/ausgangslinearisierbare SISO-Systeme (About High Gain Observer Design for Input-Output Linearizable SISO Systems)
  Röbenack, Klaus
• Flatness of dynamically linearizable systems
  Chetverikov, V. N.
• New Integrable and Linearizable Nonlinear Difference Equations
  Sahadevan, R. ; Nagavigneshwari, G.
• Non linearizable holomorphic dynamics having an uncountable number of symmetries
  Marco, Ricardo Pérez
• Linearizable circle diffeomorphisms in one-parameter families
  Graczyk, Jacek
• Solvable and/or Integrable and/or Linearizable N-Body Problems in Ordinary (Three-Dimensional) Space. I
  Bruschi, M. ; Calogero, F.
• On a Class of Linearizable Monge-Ampère Equations
  Arrigo, D. J. ; Hill, J. M.
• Linearizable and Nonlinearizable Solutions in the Nonlinear Eigenvalue Problem Arising in the Theory of Electrodynamic Waveguides Filled with a Nonlinear Medium
  Valovik, D. V. ; Tikhov, S. V.
• Zeros of Solutions of Third-Order L–A Pairs and Linearizable Ordinary Differential Equations
  Suleimanov, B. I.
• Normalizable, Integrable, and Linearizable Saddle Points for Complex Quadratic Systems in $$\mathbb{C}^2 $$
  Christopher, C. ; Mardešić, P. ; Rousseau, C.
• Linearizable counting networks
  Herlihy, Maurice ; Shavit, Nir ; Waarts, Orli
• The Nagata automorphism is shifted linearizable
  Maubach, Stephan ; Poloni, Pierre-Marie 2008 MFO
• An improving method for inferring interactions of nonlinear systems with linearizable hidden variables
  Jiang, Weinuo ; Wang, Zhitao ; Wang, Shihong
• Almost linearizable control systems
  Korobov, V. I.
• Laplace invariants of hyperbolic equations linearizable by a differential substitution
  Startsev, S. Ya
• On the characterization of linear and linearizable automata by a superposition principle
  Gössel, M. ; Pöschel, R.