Kalman's conjecture or Kalman problem is a disproved conjecture on absolute stability of nonlinear control system with one scalar nonlinearity, which...

convergence theorems. Analog of the conjecture for nonlinear control system with scalar nonlinearity is known as Kalman's conjecture. Let f : R n → R n {\displaystyle...

positivity, Aizerman's conjecture is known to hold true. Strengthening of Aizerman's conjecture is Kalman's conjecture (or Kalman problem) where in place...

stability of the stationary states implies global stability (see, e.g. Kalman's conjecture). If a hidden oscillation (or a set of such hidden oscillations filling...

system via linear analysis and various well-known conjectures on global stability (Kalman's conjecture and others) for a cylindrical phase space. Viterbi...

well-known wrong conjectures on the absolute stability problem: The Aizerman's conjecture The Kalman's conjecture. Graphically, these conjectures can be interpreted...

range). For control systems, a similar conjecture was formulated by R. Kalman in 1957 (see Kalman's conjecture). https://www.legacy...

Kalman Problems" (PDF). Doklady Mathematics. 84 (1): 475–481. doi:10.1134/S1064562411040120. S2CID 120692391., "Aizerman's and Kalman's conjectures and...

The abc conjecture (also known as the Oesterlé–Masser conjecture) is a conjecture in number theory that arose out of a discussion of Joseph Oesterlé and...

analytical-numerical methods for the construction of counterexamples to the Kalman conjecture on the absolute stability of control systems, provided justification...