@ARTICLE{1958PASJ...10....1M,
    author = {{Makita}, M.},
    title = "Inhibition of Convection by a Magnetic Field",
    journal = {\pasj},
    year = 1958,
    volume = 10,
    pages = {1+},
    url = {http://adsabs.harvard.edu/cgi-bin/nph-bib_query?bibcode=1958PASJ...10....1M&db_key=AST},
    adsnote = {Provided by the NASA Astrophysics Data System}
}

@Article{Abra92,
  author = 	 "A. Abramovici and others",
  title = 	 "LIGO: The Laser Interometer Gravitational Wave Observatory",
  journal =	 "Science",
  year =	 1992,
  volume =	 256,
  pages =	 325
}

@Article{Abra96,
  author = 	 "A. Abramovici and others",
  title = 	 {Improved sensitivity in a gravitational wave interferometer 
                  and implications for LIGO},
  journal =	 "Phys. Lett. A",
  year =	 1996,
  volume =	 218,
  pages =	 157
}

@Article{Acht83,
  author = 	 "A. Achterberg",
  title = 	 "Variational Principle for Relativistic Magnetohydrodynamics",
  journal =	 "Phys. Rev. A",
  year =	 1983,
  tif =      {960710c.tif},
  volume =	 28,
  pages =	 2449
}

@Book{Binn87,
  author =   "James Binney and Scott Tremaine",
  title =    "Galactic Dynamics",
  publisher =      "Princeton Univ. Press",
  year =     1987,
  address =      "Princeton" 		  
}

@Article{Blak81,
  author = 	 "R. P. Balkemore and R. B. Frankel",
  title = 	 "Magnetic Navagation in Bacteria",
  journal =	 "Sci. Am.",
  year =	 1981,
  volume =	 245,
  pages =	 42,
  abstract = {
Certain aquatic bacteria are magnetotactic. They have tiny internal
compasses that orient them in the earth's magnetic field. Swimming along
the inclined magnetic field lines directs them towards the mud.
}		  
}

@Book{Bran89,
  author =   "Brian Harold Bransden and Charles Jean Joachain",
  title =    "Introduction to Quantum Mechanics",
  publisher =      "Longman",
  year =     1989,
  address =      "Harlow, England" 		  
}

@Article{Bodm71,
  author = 	 {A. R. Bodmer},
  title = 	 {Collapsed Nuclei},
  journal = 	 {Phys. Rev. D},
  year = 	 1971,
  volume =	 4,
  pages =	 1601
}

@Article{Canu72,
    author = "V. Canuto and D. C. Kelly",
    title = "Hydrogen atom in intense magnetic field",
    journal = "Astr. Sp. Sci.",
    year = 1972,
    volume = 17,
    pages = 277,
    abstract = { \Cr{0}
The structure of a hydrogen atom situated in an intense magnetic field
is investigated. Three approaches are employed. An elementary Bohr
picture establishes a crucial magnetic field strength, H/sub a/
approximately=5*10/sup 9/ G. Fields in excess of H/sub a/ are intense in
that they are able to modify the characteristic atomic scales of length
and binding energy. A second approach solves the Schrodinger equation by
a combination of variational methods and perturbation theory. It yields
analytic expressions for the wave functions and energy eigenvalues. A
third approach determines the energy eigenvalues by reducing the
Schrodinger equation to a one-dimensional wave equation, which is then
solved numerically. Energy eigenvalues are tabulated for field strengths
of 2*10/sup 10/ G and 2*10/sup 12/ G. It is found that at 2*10/sup 12/ G
the lowest energy eigenvalue is changed from -13.6 eV to about -180 eV
in agreement with previous variational computations.  }
}

@Book{Chan61,
    author =    {Chandrasekhar, Subrahmanyan},
    title =     {Hydrodynamic and Hydromagnetic Stability},
    publisher = {Clarendon Press},
    address =   {Oxford},
    year =   1961
}

@Article{Fass96,
  author = 	 {P. Fassbinder and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1996,
  volume =	 53,
  pages =	 2135
}

@Book{Gold80,
  author = 	 "Herbert Goldstein",
  title = 	 "Classical Mechanics",
  publisher = 	 "Addison-Wesley",
  year = 	 1980,
  address =	 "Reading, Massachusetts",
  edition =	 "second"
}

@Article{Hain69,
  title  = {One-Dimensional- Hydrogen Atom},
  author = {Larry K. Haines and David H. Roberts},
  journal = {Am. Journ. Phys.},
  volume = 37,
  pages = 1145,
  year = 1969,
  abstract = {\Cr{0}
The time-independent Sehrodinger equation is solved for the bound state Shut;   this
one-dimensional Coulomb potential, —en/r - The wave functions obtained,.are.~;
able and continuous The enera spectrum consists of a set of discrete Ievels’ ssith+~
equal to the Bohr energies of hydrogen, and a set of continuum levels with-eiz
strictly between the discrete levels. The odd wave functions associated with ther
levels are differentiable everywhere, but the even wave functions associated witi the conic
tinuum levels have a cusp with infinite slope at the origin. The energy levele are fUD
erate. Following the method of Loudon, the bound state solutions of a truncated :¢ouloibb; I;
potential—e2/(l Z t +a), a>O, are also obtained. For small a, the discrete spectrum of flus r •,sut’5
potential contains:  enera levels whieh approach arbitrarily close to the discrete lev.elsi 0
of the true Coulomb potential as a ~0, with odd wave functions identical to the odd waive - ff-
functions of the true Coulomb potential at a =0; (2) energy levels which approach arbitrarily ~ S
close to the discrete levels of the true Coulomb potential as aeO, with even wave functions ;-
whieh are not the even wave functions of the true Coulornb potential at a=O; and (3) a.-
ground state level belonging to an even wave function with an arbitrarily large binding ‘ -
enera as a bO. The ground state energy is quite sensitive to the actual value of a chosen.
It is concluded that the solution too the one-di;nensional hydrogen atom shows a critieal
dependence on the detailed behavior of the Coulomb potential at small distances.
}
}

@Book{Jack75,
  author = 	 "John David Jackson",
  title = 	 "Classical Electrodynamics",
  publisher = 	 "John Wiley",
  year = 	 1975,
  address =	 "New York",
  edition =	 "second"
}

@Book{Hans94,
  author =	 {C. J. Hansen and S. D. Kawaler},
  title = 	 {Stellar Interiors},
  publisher = 	 {Springler-Verlag},
  year = 	 1994,
  address =	 {New York}
}

@Article{Jone96,
  author = 	 {M. D. Jones and G. Ortiz and D. M. Ceperly},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1996,
  volume =	 54,
  pages =	 219
}

@Article{Krav96a,
  author = 	 {{Yu}. Kravchenko and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1996,
  volume =	 54,
  pages =	 287
}

@Article{Krav96b,
  author = 	 {{Yu}. Kravchenko and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. Lett.},
  year = 	 1996,
  volume =	 77,
  pages =	 619
}

@Book{Land1,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Mechanics",
  publisher = 	 "Pergamon",
  year = 	 1988,
  edition =      {third},	 
  address =	 "Oxford"
}

@Article{Kubo81,
  author = 	 {Hayao Kubo and Ryo Nagata},
  title = 	 {Determination of dielectric tensor fields in weakly inhomogenous anisotropic media II.},
  journal = 	 {J. Opt. Soc. Am.},
  year = 	 1981,
  volume =	 71,
  pages =	 327
}

@Article{Kubo83,
  author = 	 {Hayao Kubo and Ryo Nagata},
  title = {Vector representation of behvaior of poilarizaed light in a
  weakly inhomogenous medius with birefringence and dichroism},
  journal = 	 {J. Opt. Soc. Am.},
  year = 	 1983,
  volume =	 73,
  pages =	 1719
}

@Book{Land10,
  author = 	 "E. M. Lifshitz and L. P. Pitaevskii",
  title = 	 "Physical Kinetics",
  publisher = 	 "Pergamon",
  year = 	 1981,
  address =	 "Oxford"
}

@Book{Land2,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "The Classical Theory of Fields",
  publisher = 	 "Pergamon",
  year = 	 1987,
  edition = {fourth},		  
  address =	 "Oxford"
}

@Book{Land3,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Quantum Mechanics : Non-Relativistic Theory",
  publisher = 	 "Pergamon",
  year = 	 1989,
  edition =      {third},	 
  address =	 "Oxford"
}

@Book{Land4,
  author = 	 "V. B. Berestetskii and E. M. Lifshitz and L. P. Pitaevskii",
  title = 	 "Quantum Electrodynamics",
  publisher = 	 "Pergamon",
  year = 	 1982,
  address =	 "Oxford",
  edition =	 "Second"
}

@Book{Land5,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Statistical Physics Part 1",
  publisher = 	 "Pergamon",
  year = 	 1989,
  edition =      {third},	 
  address =	 "Oxford"
}

@Book{Land6,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Fluid Mechanics",
  publisher = 	 "Pergamon",
  year = 	 1987,
  edition =      {second},	 
  address =	 "Oxford"
}

@Book{Land7,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Theory of Elasticity",
  publisher = 	 "Pergamon",
  year = 	 1995,
  edition =      {third},	 
  address =	 "Oxford"
}

@Book{Land8,
  author = 	 "L. D. Landau and E. M. Lifshitz",
  title = 	 "Electrodynamics of Continuous Media",
  publisher = 	 "Pergamon",
  year = 	 1995,
  edition =      {second},	 
  address =	 "Oxford"
}

@Book{Land9,
  author = 	 "E. M. Lifshitz and L. P. Pitaevskii",
  title = 	 "Statistical Physics Part 2",
  publisher = 	 "Pergamon",
  year = 	 1989,
  edition =      {first},	 
  address =	 "Oxford"
}

@Article{LeGu84,
  author = 	 "J. C. {Le Guillou} and J. Zinn-Justin",
  title = 	 "The H$_2^+$ ion in an intense magnetic field:
		  improved adiabatic approximations",
  journal =	 "Ann. Phys.",
  year =	 1984,
  volume =	 154,
  pages =	 440
}

@Unpublished{Lope97,
    author =    {J. C. Lopez and P. Hess and A. Turbiner},
    title =     {H$_2^+$ ion in strong magnetic field: an accurate calculation},
    year = 1997,
    note = {astro-ph/9707050}
}

@Article{Loud59,
    author =    {Rodney Loudon},
    title =     {One-Dimensional Hydrogen Atom},
    year =      1959,
    journal =   {Am. J. Phys.},
    volume =    27,
    pages =     649,
    abstract = {  \Cr{0}
The quantum-mechanical system which consists of a particle in one dimension subjected to a
Coulomb attraction (the one-dimensional hydrogen atom) is shown to have a ground state of
infinite binding energy, all the excited bound states of the system having a twofold degeneracy.
The breakdown of the theorem that a one-dimensional system cannot have degeneracy is
examined. The treatment illustrates a number of properties common to the quantum mechanics
of one-dimensional systems.
}
}

@Article{Mele93,
  author = 	 {V. Melezhik},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1993,
  volume =	 48,
  pages =	 4528
}

@Book{Rude94,
  author = 	 "H. Ruder and others",
  title = 	 "Atoms in Strong Magnetic Fields : Quantum Mechanical
		  Treatment and Applications in Astrophysics and
		  Quantum Chaos",
  publisher = 	 "Springer-Verlag",
  year = 	 "1994",
  address =      "New York" 		  
}

@TECHREPORT{SSC94,
  author = {J. Tooker},
  title = {Segment Specification (Level 3A) for the Collider System of the
          Superconducting Super Collider Laboratory},
  year = 1994,
  note = {NO:E10-000007},
  institution = {Superconducting Super Collider Laboratory}
}

@Article{Schm88,
  author = 	 {P. Schmelcher and L. S. Cederbaum and H.-D. Meyer},
  title = 	 {Electronic and nuclear motion and their couplings in
                  the presence of a magnetic field},
  journal = 	 {Phys. Rev. A},
  year = 	 1988,
  volume =	 38,
  pages =	 6066
}

@Article{Schm89,
  author = 	 {P. Schmelcher and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1989,
  volume =	 51,
  pages =	 4542
}

@Article{Sher89,
  author = 	 {J Shertzer and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1989,
  volume =	 39,
  pages =	 3833
}

@Article{Sher90,
  author = 	 {J Shertzer and others},
  title = 	 {?},
  journal = 	 {Phys. Rev. A},
  year = 	 1990,
  volume =	 40,
  pages =	 4777
}

@Article{Thom98,
  author = 	 {Christopher Thompson and Omer Blaes},
  title = 	 {Magnetohydrodynamics in the Extreme Relativitistic Limit},
  journal = 	 {Phys. Rev. D},
  year = 	 1998,
  volume = 57,
  pages = 3219
}

@Article{Witt84,
  author = 	 {E. Witten},
  title = 	 {Cosmic Separation of Phases},
  journal = 	 {Phys. Rev D},
  year = 	 1984,
  volume =	 30,
  pages =	 272
}

@Book{Shu91,
  author =	 {Frank H. Shu},
  title = 	 {The Physics of Astrophysics: Volume I. Radiation},
  publisher = 	 {University Science Books},
  year = 	 1991,
  address =      "Mill Valley, California" 		  
}