You are here

Comprehension of Requisite Variety for Sustainable Psychosocial Dynamics: Transforming a matrix classification onto intertwined tori


Comprehension of Requisite Variety for Sustainable Psychosocial Dynamics: Transforming a matrix classification onto intertwined tori (References)

NB: Links to Author information (in the format below) mainly provided for those cited in more than one Kairos document

[Parts: First | All ] [Links: To-K | From-K | From-Kx ]



Alvarez, Miguel Carrion / Corneli, Joseph / Walsh, Genevieve / Beheshti, Shabnam.  Double Bubbles in the Three-Torus. [text]

Boittin, Margaret.  Math That Makes You Go Wow: a multi-disciplinary exploration of non-orientable surfaces (Written and designed for Math 195a at Yale University). 1998.. [text]

Burkhardt, Robert.  Eight-stage tensegrity torus. 2003. [text]

Burkhardt, Robert.  Ten-stage tensegrity torus. 2003. [text]

Cervone, Davide P..  The Mathematics of In- and Outside the Torus. [text]

Crowe, B..  A Complexity Science- Based Theory and Philosophy for Music Therapy Practice and Research. Music Therapy Today, V, 2004, 3. [text]

De Nicolas, Antonio T.  Four-Dimensional Man: the philosophical methodology of the Rigveda. Bangalore, Dharmaram, 1971.

Elgin, Duane.  Awakening Earth: exploring the evolution of human culture and consciousness. William Morrow, 1993.

Elgin, Duane.  The Self-Guiding Evolution of Civilizations, 2002. [text]

Freeman, Walter J..  Strange Attractors that Govern Mammalian Brain Dynamics Shown by Trajectories of Electroencephalographic (EEG) Potential. IEEE Transactions on Circuits and Systems, 35, 1988, 7. [text]

González, Antonio / Valero-García, Miguel / de Cerio, Luis Díaz.  Mandlebrot Embedding Hypercubes onto Rings and Toruses. 1993.

González, Antonio / Valero-García, Miguel / de Cerio, Luis Díaz.  Executing Algorithms with Hypercube Topology on Torus Multicomputers. IEEE Transactions on Parallel and Distributed Systems, 6, 1995, 8, pp. 803 - 814 1995. [text]

Grigor'ev, Eugene A..  Fundamental properties of toroidal structures with current. [text]

Hawley, John F..  Global Magnetohydrodynamical Simulations of Accretion Tori. [text | simulations]

Hepting, Daryl.  A Visual Analysis of Invariant Tori. 1995. [text]

Hepting, Daryl / Derks, Gianne / Edoh, Kossi D. / Russell, Robert D..  Qualitative Analysis of Invariant Tori in a Dynamical System, 1995. [text]

Hooper, W. Patrick.  Torus Dynamics. [applet]

Jantsch, Erich.  The Self-organizing Universe: scientific and human implications of the emerging paradigm of evolution. New York, Pergamon, 1980.

Kaneko, K..  Collapse of Tori and Genesis of Chaos in Dissipative Systems. Singapore, World Scientific, 1986. [text]

Kelso, J. A. Scott.  Dynamic Patterns: the self-organization of brain and behavior. MIT Press, 1995.

King, Chris C..  Fractal and Chaotic Dynamics in Nervous Systems. Progress in Neurobiology 36, 1991, pp. 279-308. [text]

Kocay, William.  Drawing Graphs on the Torus. Ars Combinatoria, 59, April 2001. [text]

Kraus, Martin.  LiveGraphics3D Example: Two Interlocking Tori. [text]

Lawson, Hilary.  Closure: a story of everything. Routledge, 2001.

Lilly, John.  Personal Metaprogrammatic Language: an example of its properties. [text]

London, Justin.  Some Non-Isomorphisms Between Pitch and Time Music Theory Midwest, April 2001. [text]

Lopez, J. M. / Marques, F..  Dynamics of Three-Tori in a Periodically Forced Navier-Stokes Flow. Physical Review Letters, 85, 5, 31 July 2000. [text]

Magar, Rajendra Jarga.  Toroidal Game of Life II. Grinnell College, 2001. [text]

McNeil, Donald.  A survey of applied systemology. Systems Research, 12(2), 1995, 133-145.

Mumford, David / Series, Caroline / Wright, David.  Indra's Pearls: the vision of Felix Klein. Cambridge University Press, Cambridge, 2002.

Nelson, Ole.  Toroidal Game of Life. Grinnell College, 2000.

Nishikawa, Takashi / Kaneko, Kunihiko.  Fractalization of a torus as a strange nonchaotic attractor. Physical Review E, 54, 6, December 1996. [text]

Port, Robert F.  The Dynamical Systems Hypothesis in Cognitive Science, 2001. In: The MacMillan Encyclopedia of Cognitive Science. [text]

Port, Robert P. / van Gelder, Tim  (Eds.).    Mind as Motion: Explorations in the Dynamics of Cognition. MITP, Cambridge, 1995.

Ryabov, V. A..  Dynamics on a torus. Phys Rev E Stat Nonlin Soft Matter Phys. 2005 Jan; 71(1 Pt 2). [abstract]

Serra, Richard.  Torqued Spirals, Toruses and Spheres. Steidl Publishing, 2002.

Spears, Brian K. / Szeri, Andrew J..  A new route to chaos: Sequences of topological torus bifurcations Chaos: An Interdisciplinary Journal of Nonlinear Science, 15, September 2005. [text]

Tao, Lixin / Ma, Eva.  Simulating parallel neighboring communications among square meshes and square toruses. Journal of Supercomputing, 5, 1, 1991, pp. 57 - 71. [text]

Trow, Paul.  Dynamical Systems on the Torus, 2003. [text]

Tseng, Yu-Chee / Gupta, Sandeep K. S..  All-to-All Personalized Communication in a Wormhole-Routed Torus. IEEE Transactions on Parallel and Distributed Systems, vol. 07, no. 5, pp. 498-505, May, 1996.. [text]

Young, T. R..  Chaos Theory and Human Agency: humanist sociology in a postmodern era. 1992. [text]

Young, T. R..  Chaos and Causality in Complex Social Dynamics, 1994/1998. [text]

Young, T. R. / Yarbrough, James.  Reinventing Sociology: missions and methods for postmodern sociology. 1993. [text]