Psychotherapy as A chaotic process I. Coding the client-therapist interaction by means of sequential plai analysis and the search for chaos: A stationary approach

Psychotherapy Research

Volumn 7, Issue 2, 1997, Pages 173-194

  Schiepek, Günter ^a   Kowalik, Zbigniew J ^a   Schütz, Astrid ^b   Köhler, Monika ^b   Richter, Klaus ^b   Strunk, Guido ^a   Mühlnickel, Werner ^a   Elbert, Thomas ^c  

^a UNIVERSITY OF MÜNSTER   (Germany)

^b UNIVERSITY OF KONSTANZ   (Germany)

^c UNIVERSITY OF BAMBERG   (Germany)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0000757617     PISSN: 10503307     EISSN: 14684381     Source Type: Journal    
DOI: 10.1080/10503309712331331953     Document Type: Article

References (65)

1. Caspar, F. (1989). Beziehungen und Probleme verstehen. Eine Einführung in die psycho-therapeutische Plananalyse. Bern: Huber.
2. Czogalik, D. (1990). Wirkfaktoren in der Einzelpsychotherapie. In Tschuschke V. & D. Czogalik (Eds.), Psychotherapie-Welche Effekte verändern? Zur Frage der Wirkmecha-nismen therapeutischer Prozesse (pp. 7-30). Berlin: Springer.
3. de Shazer, S. (1985). Keys to solution in brief therapy. New York: Norton.
4. de Shazer, S. (1988). Clues. New York: Norton.
5. de Shazer, S., Berk, I. K., Lipchik, E., Munally, E., Molnar, A., Gingerich, W., & Weiner-Davis, M. (1986). Kurztherapie-Zielgerichtete Entwicklung von Lösungen. Fami-liendynamik, 11, 182-205.
6. Devaney, R. L. (1986). An introduction to chaotic dynamical systems. Menlo Park, CA: Benjamin.
7. Droste, S. W. & Schiepek, G. (1997). Modelle der Chaossteuerung am Beispiel nichtlinearer System-dynamik in Kräftepotentialen. [Models of chaos control illustrated by potential landscapes of nonlinear force dynamics.] In G. Schiepek & W. Tschacher (Eds.), Selbstorganisation in Psychologie und Psychiatrie (pp. 255-268). Berlin: Springer.
8. Eckmann, J.-P. & Ruelle, D. (1985). Ergodic theory of chaos and strange attractors. Review of Modem Physics, 57, 617-655.
9. Elbert, T., Ray, W. J., Kowalik, Z. J., Skinner, J. E., Graf, K. E., & Birbaumer, N. (1994). Chaos and physiology-Deterministic chaos in excitable cell assemblies. Physiological Reviews, 74, 1-47.
10. Elbert, T. & Rockstroh, B. (1993). Das chaotische Gehrin-zur Erfassung nichtlinearer Dynamik aus physiologischen Zeitreihen. Vehaltensmodifikation und Verhaltensmedizin, 14, 80-95.
11. Farmer, J. D. (1981). Dimension, fractal measures, and chaotic dynamics. In H. Haken (Ed.). Evolution of order and chaos in physics, chemistry, and biology (pp. 228-246). Berlin: Springer.
12. Foerster, H. von (1985). Sicht und Einsicht. Braunschweig: Vieweg.
13. Franaszek, M. & Kowalik, Z. J. (1986). Measurement of the dimension of the strange at-tractor for the Fermi-Ulam problem. Physical Review A, 33, 3508-3510.
14. Freyberger, H. J., Schwedler, J., Richter, B., Bührig, M., & Dahme, B. (1990). Psychophy-siologische Mikroperspektive im psychotherapeutischen Prozess-Ein sequentieller Untersuchungsansatz. Psychotherapie, Psychosomatik und medizinische Psychologie, 40, 278-284.
15. Friedlander, M. L. & Schwartz, G. S. (1985). Toward a theory of strategic self-presentation in counseling and psychotherapy. Journal of Counseling Psychology, 32, 483-501.
16. Grassberger, P. & Procaccia, I. (1983a). Characterization of strange attractors. Physical Re-view Letters, 50, 346-349.
17. Grassberger, P. & Procaccia, I. (1983b). Measuring the strangeness of strange attractors. Physica D, 9, 189-208.
18. Grawe, K. (1992). Psychotherapieforschung zu Beginn der neunizer Jahre. Psychologische Rundschau, 43, 132-162.
19. Grawe, K. & Caspar, F. (1984). Die Plananalyse als Konzept und Instrument für die Psychotherapieforschung. In Baumann U. (Ed.). Psychotherapie: Makro-und Mikroperspektive (pp. 177-197). Göttingen: Hogrefe.
20. Greenberg, L. S. (1991). Research on the process of change. Psychotherapy Research, 1, 3-16.
21. Hentschel, G. E. & Procaccia, I. (1983). The infinite number of generalized dimensions of fractals and strange attractors. Physica D, 8, 435-444.
22. Horowitz, M. J. (1987). States of Mind. New York: Plenum Press.
23. Kaplan, D. & Glass, L. (1992). Direct test for determinism in a time series. Physical Review Letters, 68, 427-430.
24. Kiecolt-Glaser, J. K. & Glaser, R. (1992). Psychoneuroimmunology: Can psychological interventions modulate immunity? Journal of Consulting and Clinical Psychology, 60, 563-575.
25. Kowalik, Z. J. & Elbert, T. (1995). A practical method for the measurement of the chaoti- city of electric and magnetic brain activity. International Journal of Bifurcation and Chaos, 5, 475-490.
26. Kowalik, Z. J., Elbert, T., & Hoke, M. (1993). Mapping dynamic brain function: The Largest Lyapunov Exponent derived from multichannel magnetoencephalography. In Jansen, B. H. and Brandt, M. E. (Eds.). Nonlinear dynamical analysis of the EEG (pp. 156-164). Singapore: World Scientific.
27. Kowalik, Z. J., Franaszek, M., & Pieranski, P. (1988). Self-reanimating chaos in the bouncing ball system. Physical Review A, 37, 4016-4023.
28. Kowalik, Z. J. & Schiepek, G. (1997). Die nichtlineare Dynamik des menschlichen Gehirns. Methoden und Anuendungsmöglichkeiten. [Nonlinear dynamics of the human brain. Methods and applications.] In G. Schiepek & W. Tschacher (Eds.), Selbstorganisation in Psychologie und Psychiatrie (pp. 121-150). Berlin: Springer.
29. Kruse, P. L., Stadler, M., Pavlekovic, B., & Gheorghiu, V. (1992). Instability and cognitive order formation: self-organization principles, psychological experiments, and psychotherapeutic interventions. In Tschacher, W., Schiepek, G., & Brunner, E. J. (Eds.). Self-organization and clinical psychology (pp. 102-117). Berlin: Springer.
30. Langs, R. J. (1992). Toward building psychoanalytically based mathematical models of psy-chotherapy paradigms. In Levine, R. L. and Fitzgerald, H. E. (Eds.). Analysis of dynamic psychological systems (pp. 371-393). New York: Plenum Press.
31. Langs, R. & Badalamenti, A. (1993). Psychotherapy: The search for chaos and the discovery of determinism. Australian and New Zealand Journal of Psychiatry, 28, 61-81.
32. Laux, L. & Weber, H. (1993). Emotionsbewältigung und Selbstdarstellung. Stuttgart: Kohlhammer.
33. Lutzenberger, W., Elbert, T., Ray, W. J., & Birbaumer, N. (1993). The scalp distribution of the fractal dimension of the EEG and its variation with mental tasks. Brain Topography, 5, 27-34.
34. May, R. M. (1980). Theoretische Ökologie. Weinheim: VCH.
35. Mühlnickel, W., Rendtorff, N., Kowalik, Z. J., Rockstroh, B., Miltner, W., & Elbert, T. (1994). Testing the determinism of EEG and MEG. Integrative Physiological and Behav-ioral Sciences, 29, 260-267.
36. Mummendey, H. D. (1990). Psychologie der Selbstdarstellung. Göttingen: Hogrefe.
37. Orlinsky, D. W., Grawe, K., & Parks, R. (1994). Process in outcome in psychotherapy-noch einmal. In Bergin, A. E. & Garfield, S. L. (Eds.). Handbook of psychotherapy and be-havior change (4th ed., pp. 270-376). New York: Wiley.
38. Orlinsky, D. E. & Howard, K. J. (1986). Process and outcome in psychotherapy. In S. L. Garfield & Bergin, A. E. (Ed.). Handbook of psychotherapy and behavior change (pp. 311-384). New York: Wiley.
39. Osborne, A. R. & Provenzale, A. (1989). A finite correlation dimension for stochastic systems with power-law spectra. Physica D, 35, 357-381.
40. Ott, E., Grebogi, C., & Yorke, J. A. (1990). Controlling chaos. Physical Review Letters, 64, 1196-1199.
41. Prank, K. & Hesch, R.-D. (1993). Chaos und Struktur in hormonalen Systemen-Bei- speilhafte Überlegungen zur synergetischen Medizen. In Schiepek, G. and Spörkel, H. (Eds.). Verhaltensmedizin als angewandte Systemwissenshaft (pp. 66-79). Bergheim bei Salzburg: Mackinger.
42. Pritchard, W. S. (1992). The brain in fractal time: 1/f-like power spectrum scaling of the human electroencephalogram. International Journal of Neuroscience, 66, 119-129.
43. Pritchard, W. S. & Duke, D. W. (1990). Deterministic chaos and the human EEG. Psy-chophysiology, 27, 56.
44. Pritchard, W. S. & Duke, D. W. (1992). Dimensional analysis of no-task human EEG using the Grassberger-Procaccia method. Psychophysiology, 29, 182-192.
45. Pritchard, W. S., Duke, D. W., & Coburen, K. L. (1991). Altered EEG dynamical responsivity associated with normal aging and probable Alzheimers disease. Dementia, 2, 102-105.
46. Pritchard, W. S., Duke, D. W., & Krieble, K. K. (1995). Dimensional analysis of resting human EEG II: Surrogate-Data Testing indicates nonlinearity but not low-dimensional chaos. Psychophysiology, 32, 486-491.
47. Pyragas, K. (1992). Continuous control of chaos by self-controlling feedback. Physics Letters, A170, 421-428.
48. Redington, D. J., & Reidbord, S. P. (1992). Chaotic dynamics in autonomic nervous system activity of a patient during a psychotherapy session. Biological Psychiatry, 31, 993-1008.
49. Richter, K., Schiepek, G., Köhler, M., & Schütz, A. (1995). Von der statischen zur Sequen-tiellen Plananalyse. Psychotherapie, Psychosomatik und Medizinische Psychologie, 45, 24-36.
50. Rosenstein, M. T., Collins, J. J., & De Luca, C. J. (1993). A practical method for calculating largest Lyapunov exponents from small data sets. Pbysica D, 65, 117-134.
51. Sato, S., Sano, M., & Sawada, Y. (1987). Practical methods of measuring the generalized dimension and the largest Lyapunov exponent in high dimensional chaotic systems. Progress in Theoretical Physics (Kyoto), 77, 1-5.
52. Schiepek, G. (1991). Systemtheorie der Klinischen Psychologie. Braunschweig: Vieweg.
53. Schiepek, G., Fricke, B., & Kaimer, P. (1992). Synergetics of psychotherapy. In Tschacher, W., Schiepek, G., & Brunner, E. J. (Eds.), Self-organization and clinical psychology (pp. 239-267). Berlin: Springer.
54. Schiepek, G., Kowalik, Z. J., Gees, C., Weiter, T., & Strunk, G. (1995). Chaos in Gruppen? [Does small group dynamics show chaotic features?] In W. Langthaler & G. Schiepek (Eds.), Selbstorganisation und Dynamik in Gruppen (pp. 38-66). Münster: LIT.
55. Schiepek, G. & Strunk, G. (1994). Dynamische Systeme. Heidelberg: Asanger.
56. Schiepek, G., Schütz, A., Köhler, M., Richter, K., & Strunk, G. (1995). Die Mikroanalyse der Therapeut-Klient-Interaktion mittels Sequentieller Planalyse. Teil I: Grundlagen, Methodenentwicklung und erste Ergebnisse. Psychotherapie Forum, 3, 1-17.
57. Schiepek, G., Strunk, G., & Kowalik, Z. J. (1995). Die Mikroanalyse der TherapeutKlient-Interaktion mittels Sequentieller Plananalyse. Teil II: Die Ordnung des Chaos. [Themicro-analysis of client-therapist- interaction by means of Sequential Plan Analysis. Part II: The order of chaos.] Psychotherapie Forum, 3, 87-109.
58. Schuster, H. G. (1989). Deterministic Chaos. Weinheim: Verlag Chemie.
59. Schütz, A. (1992). Selbstdarstellung von Politikern. Analyse von Wahlkampfauftritten. Weinheim: Deutscher Studien Verlag.
60. Shoham-Salomon, V. (1990). Interrelating research processes of process research. Journal of Consulting and Clinical Psychology, 58, 295-303.
61. Skinner, J. E., Goldberger, A. L., Mayer-Kress, G., & Ideker, R. E. (1990). Chaos in the heart: Implications for clinical cardiology. Biotechnology, 8, 1018-1033.
62. Skinner, J. E., Molnar, M., Vybiral, T., & Mitra, M. (1992). Application of chaos theory to biology and medicine. Integrative Physiological and Behavioral Science, 27, 39-53.
63. Takens, F. (1981). Detecting strange attractors in turbulence. In Rand, D. A. & Young, L. S. (Eds.), Lecture Notes in Mathematics (pp. 368-381). Berlin: Springer.
64. Vastano, J. A. & Kostelich, E. J. (1986). Comparison of algorithms for determining Lya-punov exponents from experimental data. In Mayer-Kress, G. (Ed.), Dimension and entropies in chaotic systems (pp. 100-107). Berlin: Springer.
65. Wolf, A., Swift, J. B., Swinney, H. L., & Vastano, J. A. (1985). Determining Lyapunov exponents from a time series. Pbysica 16, 4, 285-317.