[1] O.N.Litvinenko and V.I. Soshnikov, The Theory of Heterogeneous Lines and their Applications in Radio Engineering, Radio, Moscow, 1964(in Russian). [2] F.R. Lapwood and T.Usami, Free Oscillations of the Earth, Cambridge University Pres, Cambridge,1981.
[3] B.M. Levitan and I.S. Sargsyan, Strum-Liouville and Dirac Operators.
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[4] V.A. Marchenko, Strum-Liouville Operatorsand their Applications, Naukova Dumka, Kiev, 1977; English transl. Birkhauser, 1986
[5] L.P. Nizhnik, Inverse Scattering Problems for Hyperbolic equations, Naukova Dumka, Kiev, 1977(in Russian).
[6] M.G. Gasimov, The Inverse problem of of scattering theory for Dirac equations
system of the order 2n. Tr. MMO, v.19, 1968, p.41-112 (in Russian).
[7] M.G. Gasimov, T.T.Jabiyev, The detemination of Dirac Differential equation system
by the spectrum. The difficulties of summer school on spectrum theory of operators and
the theory of group Representation. Baku, 'Elm', 1975, p.46-71 (in Russian).
[8] I.M. Guseinov, On the Representation of Lost solutions for Dirac's equation system
with discontinuous coefficients. Transactions of AS Azerbaijan, No.5, 1999, p.41-45.
[9] O.H.Hald, Discontinuous Inverse eigenvalue problems, Commun. Pure Appl. Math.
37, 539-577, 1984.
[10] D.Shepelsky, The inverse problem of reconstruction of the medium's cumdıctivity in a class of discontinuous and increasing functions, in: Spectral Operator Theory and Related Topics: Adv. İn Sov. Math., v.19, AMS, Prov. p.209-232, 1994. [11] M.Kobayashi, A uniqueness prof for discontinuous inverse Strum-Liouville problems with symmetric potentials, Inverse Problems, v.5, No.5, p.767-781, 1989. [12] R.Kh.Amirov and V.A.Yurko, On differential operators with singularity and discontinuity conditions inside an interval, Ukrainian Math. Jour. v.53, N0.11, p.1751-1769, 2001.
[13] V.A.Yurko, Integral transforms connected with differential operators having singularities inside the interval, Integral Transform Special Func., 5, No.3, 4, p. 309¬322, 1997.
[14] R.Kh.Amirov, On Dirac Differential equation system which have discontinuity in interval, Ukrainian Math. Jour.(in appear)
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