The global convergence of some self-scaling conjugate gradient methods for monotone nonlinear equations with application to 3DOF arm robot model. [PDF]
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A hybrid Lagrangian-Eulerian model for vector-borne diseases. [PDF]
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Post-Stroke PTSD: The Protective Role of CCR5-Δ32 Polymorphism. [PDF]
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The Impact of Postgraduate Mentors on Undergraduate Researcher Gains. [PDF]
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Nonmonotonic Proof Systems: Algebraic Foundations
Fundamenta Informaticae, 2004A general framework for the algebraization of a category of nonmonotonic logics has been suggested. This method has been applied to the systems of Gabbay, and to Cumulative, Preferential and Ranked systems. The minimal logics required to serve as the base logics for the above systems are investigated.
Ghosh, Sujata, Chakraborty, Mihir Kr.
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Validation of Nonmonotonic Knowledge-Based Systems
[1990] Proceedings of the 2nd International IEEE Conference on Tools for Artificial Intelligence, 1993Nonmonotonic logical systems are logics in which the introduction of new axioms can invalidate old theorems. For practical applications, the authors restrict themselves to nonmonotonic systems that consist of facts and rules, and call them nonmonotonic knowledge-based systems (KBSs).
C.L. Chang, R.A. Stachowitz, J.B. Combs
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The authors present the design principles and the development of an expert system (called FAULT.ENT) for diagnosing multiple simultaneous faults in digital circuits (from first principles) using nonmonotonic reasoning and especially the default theory developed by R. Reiter. They give a detailed presentation of the algorithm, which has been implemented
S. Tzafestas, T. Chrisiou, Y.T. Yip
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Quasiperiodic Perturbations of Twodimensional Hamiltonian Systems with Nonmonotone Rotation
Journal of Mathematical Sciences, 2021The paper deals with quasiperiodic nonconservative perturbations of two-dimensional Hamiltonian systems with nonmonotone rotation, namely \[\begin{array}{c} \dot{x} = \dfrac{\partial H(x,y)}{\partial y} + \varepsilon g(x,y,\omega_1 t, \omega_2 t,\dots , \omega_m t),\\ \dot{y} = -\dfrac{\partial H(x,y)}{\partial x} + \varepsilon f(x,y,\omega_1 t ...
Morozov, K. E., Morozov, A. D.
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