Further Properties of Derived Scalar Strong Anticipatory Systems

Burke, Mark E.

doi:10.1063/1.1787326

Cited by 3 publications

(1 citation statement)

References 5 publications

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“…1. It has the globally attracting fixed point at x = 0 for a < 4, and two additional fixed points for a ≥ 4 [15] [16]. The smaller A is always unstable, and determines a threshold below which extinction ensues.…”

Section: Strong and Weak Anticipative Controlmentioning

confidence: 99%

Anticipative chaos control in population models with the Allee effect

Crisan

Erzse

2008

2008 International Conference on Computer Engineering &Amp; Systems

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The paper discusses the possibility to control the chaotic transients that lead to extinctions in population models affected by the Allee effect. In contrast with other methods that try to avoid chaos, in the present approach the system is maintained in chaos, but controlling techniques are applied to keep the dynamics on the desired trajectories. The results of simulations demonstrated the capability to anticipate and avoid extinction, keeping the population density above the threshold for the Allee effect.

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Section: Strong and Weak Anticipative Controlmentioning

confidence: 99%

Anticipative chaos control in population models with the Allee effect

Crisan

Erzse

2008

2008 International Conference on Computer Engineering &Amp; Systems

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The Nature of the Sign as a WFF—A Well-Formed Formula

Taborsky¹

2006

AIP Conference Proceedings

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Reality, both material and conceptual, functions as a complex network of continuous adaptive morphological formation.The morphological form is a well-formed formula (wff), a Sign, an organized process of information. The Sign is formed within a triadic set of relations, which are encoded spatial and temporal measurements. Using a Cartesian quadrant, the six possible relational modes are examined to show how reality is moulded within both symmetrical and asymmetrical functions. MORPHOLOGICAL FORMATIONI am examining reality as a complex network of continuous adaptive morphological formation. Physical reality whether crisp or vague exists only within morphological forms, and equally, conceptual reality, whether experienced as individual information or as shared knowledge, functions only within morphological forms. I refer to the process of morphological generation as semiosis. The morphological form in itself, material and conceptual, is a well-formed formula (wff), termed a Sign. In defining the morphological entity as a wff, I refer to its development as a coherent form within a triadic set of relations, which are encoded spatial and temporal measurements. As a result of this triadic interaction the Sign exists as itself and in relations with other Signs, a process that permits both the networked continuity and diversity of reality (Taborsky 2002a(Taborsky , 2002b. THE CARTESIAN QUADRANTThe analytic model used to examine this transformative morphological process is a two-dimensional Cartesian coordinate quadrant (Figure 1). The model enables a morphological analysis that acknowledges differential spatial and temporal parameters of measurement. The ontological and epistemological 'cuts' (Atmanspacher 1994, Primas 1993, which are modeled respectively as the vertical Y and horizontal X axes, establish measurement parameters for six predicative relations. These six relations function as semiosic codal measurements; when a selection is made from these six and linked within a triadic functional 5 set, the result is a morphological reality, a sign. Whether this morphological unit is open or closed, is fuzzy or crisp, is an atom, a cell, a word, an action -it is a sign, a morphological reality, a wff.The vertical ontological Y cut, a result of temperature differentiation, demarcates spatial experience into internal and external spatial values. The morphologies within each zone are asymmetrical, internal space provides an insoluble completeness of data and external space provides a reducible discreteness of information.The horizontal epistemological X cut differentiates two further asymmetries; that between the local (individual) spatial values and the global (communal) spatial values. This is an important differentiation, for a basic property of a robust wff is its ability to permit the informational interaction between local nondistributed and communal distributed measurements. With this cut, which acts as the introduction of the temporal parameters of present, perfect and progressive time (Matsuno 1998(Matsuno ...

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Optimal Decision Making in a Class of Uncertain Systems Based on Uncertain Variables

Bubnicki¹

2006

AIP Conference Proceedings

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Further Properties of Derived Scalar Strong Anticipatory Systems

Cited by 3 publications

References 5 publications

Anticipative chaos control in population models with the Allee effect

Anticipative chaos control in population models with the Allee effect

The Nature of the Sign as a WFF—A Well-Formed Formula

Optimal Decision Making in a Class of Uncertain Systems Based on Uncertain Variables

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