Bibliography 363
K. Narita, New nonlinear difference–differential equation related to the Volterra
equation.J. Math. Anal. Applic. 186 (1994), 120–131.
B. Nelson, B. Sheeks, Fredholm determinants associated with Wiener integrals.
J. Math. Phys. 22 (1981), 2132–2136. [Zbl 473 (1983), 28005.]
G. Neugebauer, A general integral of the axially symmetric stationary Einstein
equations.J. Phys. A. Math. Gen. 13 (1980), L19–21. [PA 83 (1980), 31622.]
M. Newman, Determinants of circulants of prime power order.Linear Multilinear
Alg. 9 (1980), 187–191. [MR 82c: 15020.]
M. Newman, A result about determinantal divisors.Linear Multilinear Alg. 11
(1982), 363–366. [MR 83h: 15012.]
J.D. Niblett, A theorem of Nesbitt.Am. Math. Monthly 59 (1952), 171–174.
J.J.C. Nimmo, Soliton solutions of three differential–difference equations in
Wronskian form.Phys. Lett. A 99 (1983), 281–286. [PA 87 (1984), 22595.]
J.J.C. Nimmo, Wronskian determinants, the KP hierarchy and supersymmetric
polynomials.J. Phys. A: Math. Gen. 22 (1989), 3213–3221. [PA 92 (1989),
132225.]
J.J.C. Nimmo, Hall–Littlewood symmetric functions and the BKP equation.J.
Phys. A 23 (1990), 751–760. [MR 91g: 05136.]
J.J.C. Nimmo, A class of solutions of the Konopelchenko–Rogers equations.Phys.
Lett. A 168 (1992), 113–119. [MR 93f: 35206].
J.J.C. Nimmo, N.C. Freeman, A method of obtaining theN-soliton solution of
the Boussinesq equation in terms of a Wronskian.Phys. Lett.95A(1983),
4–6. [PA 86 (1983), 64699.]
J.J.C. Nimmo, N.C. Freeman, Rational solutions of the KdV equation in
Wronskian form.Phys. Lett.96A(1983), 443–446. [PA 86 (1983), 98781.]
J.J.C. Nimmo, N.C. Freeman, The use of B ̈acklund transformations in obtaining
N-soliton solutions in Wronskian form.J. Phys. A 17 (1984), 1415–1424. [PA
87 (1984), 68001.]
J.W. Noonan, D.K. Thomas, On the Hankel determinants of areally meanp-
valent functions.Proc. Lond. Math. Soc. 25 (1972), 503–524. [MR 46 (1973),
5605.]
K.I. Noor, Hankel determinant problem for the class of functions with bounded
boundary rotation.Rev. Roumaine Math. Pures Appl. 28 (1983), 731–739.
[MR 85f: 30017.]
W. Oevel, W. Strampp, Wronskian solutions of the constrained KP hierarchy.J.
Math. Phys. 37 (1996), 6213–6219.
S. Ogawa, S. Arioka, S. Kida, On linear independency of vector-valued
mappings—an extension of Wronskian.Math. Jap. 31 (1986), 85–93. [Zbl
589 (1986), 15001; MR 87g: 15003.]
Y. Ohta, Pfaffian solutions for the Veselev–Novikov equation.J. Phys. Soc. Japan
61 (1992), 3928–3933. [PA 96 (1993), 19413.]
Y. Ohta, R. Hirota, A discrete KdV equation and its Casorati determinant
solution.J. Phys. Soc. Japan 60 (1991), 2095. [PA 94 (1991), 113667.]