AbstractRevision of the mathematical formalism of Newtonian dynamics suggests that its determinism and reversibility result from additional mathematical restrictions which are not consistent with the physical nature of motions. The removal of these restrictions, and a new model for Newtonian dynamics, as well as its applications to modelling neural intelligence are discussed
A paper presents further results of continuing research reported in several previous NASA Tech Brief...
AbstractFailure of the Lipschitz condition in unstable equilibrium points of dynamical systems leads...
This paper may be ultimately described as an attempt to make feasible the evolutionary emergence of ...
AbstractRevision of the mathematical formalism of Newtonian dynamics suggests that its determinism a...
A small army of physicists, chemists, mathematicians, and engineers has joined forces to attack a cl...
From time to time, perhaps a few times each century, a revolution occurs that questions some of our ...
Numerical solutions to Newtons equations of motion for chaotic self gravitating systems of more than...
Some progress has been made in a continuing effort to develop mathematical models of the behaviors o...
A dynamical system with a plastic self-organising velocity vector field was introduced in [Janson & ...
AbstractChaos and unpredictability in some classical dynamic systems are eliminated by referring the...
This is the publisher's version, also available electronically from http://www.degruyter.com/view/j/...
Numerical solutions to Newtons equations of motion for chaotic self gravitating systems of more than...
Chaos in dynamical systems potentially provides many different dynamical states arising from a singl...
PoznańHamiltonian trajectories are strictly time-reversible. Any time series of Hamiltonian coordina...
Dynamical modeling of neural systems and brain functions has a history of success over the last half...
A paper presents further results of continuing research reported in several previous NASA Tech Brief...
AbstractFailure of the Lipschitz condition in unstable equilibrium points of dynamical systems leads...
This paper may be ultimately described as an attempt to make feasible the evolutionary emergence of ...
AbstractRevision of the mathematical formalism of Newtonian dynamics suggests that its determinism a...
A small army of physicists, chemists, mathematicians, and engineers has joined forces to attack a cl...
From time to time, perhaps a few times each century, a revolution occurs that questions some of our ...
Numerical solutions to Newtons equations of motion for chaotic self gravitating systems of more than...
Some progress has been made in a continuing effort to develop mathematical models of the behaviors o...
A dynamical system with a plastic self-organising velocity vector field was introduced in [Janson & ...
AbstractChaos and unpredictability in some classical dynamic systems are eliminated by referring the...
This is the publisher's version, also available electronically from http://www.degruyter.com/view/j/...
Numerical solutions to Newtons equations of motion for chaotic self gravitating systems of more than...
Chaos in dynamical systems potentially provides many different dynamical states arising from a singl...
PoznańHamiltonian trajectories are strictly time-reversible. Any time series of Hamiltonian coordina...
Dynamical modeling of neural systems and brain functions has a history of success over the last half...
A paper presents further results of continuing research reported in several previous NASA Tech Brief...
AbstractFailure of the Lipschitz condition in unstable equilibrium points of dynamical systems leads...
This paper may be ultimately described as an attempt to make feasible the evolutionary emergence of ...
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