Determinants and Their Applications in Mathematical Physics

(Chris Devlin) #1

372 Bibliography


V.E. Zakharov, Kinetic equation for solitons.Soviet Phys. JETP 33 (1971), 538–


541.

D. Zeitlin, A Wronskian.Am. Math. Monthly 65 (1958), 345–349. [MR 20 (1959),


5835.]

D. Zeitlin, Two methods for the evaluation of




k=1

k
n
x
k
.Am. Math. Monthly

68 (1961), 986–989. [MR24A(1962), 1535.]

D. Zeitlin, On several applications of the first derivative of a determinant.Am.


Math. Monthly 70 (1963), 58–60. [MR 26 (1963), 1328.]

F.J. Zhang, X.L. Li, A graph theoretic definition of determinants (in Chinese,


English summary),J. Xinjiang Univ. Natur. Sci. 5 (1988), 6–8. [MR 90k:

15002.]

Y.-J. Zhang, Y. Cheng, The Wronskian structure for solutions of the k-


constrained KP hierarchy.J. Phys. A 27 (1994), 4581–4588.

Z.J. Zhang, A class of determinants with value identically 1 (in Chinese).Math.


Pract. Theory(1), (1985), 38–42.

Z.Z. Zhong, A double inverse scattering method and the family of the station-


ary axisymmetric dual gravitational soliton solutions.Sci. Sinica Ser. A 31

(1988), 436–450. [MR 90e: 83036.]
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