Computer simulation of step movements and interleg coordination using relaxation oscillators

Dean J, Müller U, Cruse H (1990)
In: Biological motion. Alt W, Hoffmann G (Eds); Lecture notes in biomathematics, 89. Berlin: Springer: 218-219.

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Alt, Wolfgang ; Hoffmann, Gerhard
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Dean J, Müller U, Cruse H. Computer simulation of step movements and interleg coordination using relaxation oscillators. In: Alt W, Hoffmann G, eds. Biological motion. Lecture notes in biomathematics. Vol 89. Berlin: Springer; 1990: 218-219.
Dean, J., Müller, U., & Cruse, H. (1990). Computer simulation of step movements and interleg coordination using relaxation oscillators. In W. Alt & G. Hoffmann (Eds.), Lecture notes in biomathematics: Vol. 89. Biological motion (pp. 218-219). Berlin: Springer.
Dean, J., Müller, U., and Cruse, H. (1990). “Computer simulation of step movements and interleg coordination using relaxation oscillators” in Biological motion, Alt, W., and Hoffmann, G. eds. Lecture notes in biomathematics, vol. 89, (Berlin: Springer), 218-219.
Dean, J., Müller, U., & Cruse, H., 1990. Computer simulation of step movements and interleg coordination using relaxation oscillators. In W. Alt & G. Hoffmann, eds. Biological motion. Lecture notes in biomathematics. no.89 Berlin: Springer, pp. 218-219.
J. Dean, U. Müller, and H. Cruse, “Computer simulation of step movements and interleg coordination using relaxation oscillators”, Biological motion, W. Alt and G. Hoffmann, eds., Lecture notes in biomathematics, vol. 89, Berlin: Springer, 1990, pp.218-219.
Dean, J., Müller, U., Cruse, H.: Computer simulation of step movements and interleg coordination using relaxation oscillators. In: Alt, W. and Hoffmann, G. (eds.) Biological motion. Lecture notes in biomathematics. 89, p. 218-219. Springer, Berlin (1990).
Dean, J., Müller, U., and Cruse, Holk. “Computer simulation of step movements and interleg coordination using relaxation oscillators”. Biological motion. Ed. Wolfgang Alt and Gerhard Hoffmann. Berlin: Springer, 1990.Vol. 89. Lecture notes in biomathematics. 218-219.
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