Abiogenesis and the Second Law of Thermodynamics
435
60. Feder T (2000) Physics graduate programs train students for industrial careers. Phys Today
53(8):39
61. Boström R, Brändas E, Kullander S (1998) Promoting university—industry links by a new
type of Ph.D. education: The AIM Graduate School. In: Conference proceedings, Vienna,
4–6 November 1998 ESA, vol 432. Academic and Industrial Cooperation in Space Research,
p 181
62. Brändas EJ (2003) Advanced instrumentation and measurements: a research education
programme at Uppsala University. Eur Phys Educ Netw 7:147
63. Rittby M, Elander E, Brändas E, Barany A (1984) Resonance structure in charge transfer
cross sections: an application to the N 3+ + H → N 2+ + H + reaction. J Phys B: At Mol Phys
17:L677
64. Brändas EJ (1984) Time evolution of chemical systems far from equilibrium. In: Lecture
Notes in Physics, vol 211, p 307
65. Enss V (1984) Summary of the conference and some open problems. In: Lecture Notes in
Physics, vol 211, p 351
66. Carleman T (1944) L’Intégrale de Fourier et questions que s’y rattachent. Mittag-Leffler
Institute of Publications, Uppsala
67. Lützen J (1982) The prehistory of the theory of distributions. Springer, New York
68. Löwdin P-O (1998) Linear algebra for quantum theory. Wiley, New York
69. Nelson E (1959) Analytic vectors. Ann Math 70:572
70. Brändas EJ (2012) Time asymmetry and the evolution of physical laws. In Hoggan PE, Brändas
EJ, Maruani J, Piechuch P, Delgado-Barrio G (eds) Advances in the theory of quantum systems
in chemistry and physics, vol 22, Springer, Berlin, p 3
71. Brändas EJ, Antoniou IE (1993) On the positivity condition in the non-unitary transformation
theory of irreversibility. Int J Quant Chem 46:419
72. Kumicàk J, Brändas E (1993) Some aspects of approach to equilibrium in classical and
quantum systems. Int J Quant Chem 32:669
73. Brändas EJ, Chatzidimitriou-Dreismann CA (1989) Creation of long range order in amorphous
condensed systems. Lecture Notes in physics, vol 325. Springer, Berlin, p 485
74. Halliwell JJ (1994) Quantum cosmology and time asymmetry. In: Halliwell JJ, PérezMercader J, Zurek WH (eds) Physical origins of time asymmetry. Cambridge University
Press, Cambridge, p 369
75. Brändas EJ (2013) Arrows of time and fundamental symmetries in chemical physics. Int J
Quant Chem 113:173
76. Hehenberger H, McIntosh HV, Brändas E (1974) Weyl’s theory applied to the Stark effect in
the hydrogen atom. Phys Rev A 10(5):1494
77. Brändas EJ, Chatzidimitriou-Dreismann CA (1990) On the connection between certain properties of the second-order reduced density matrix and the occurrence of coherent-dissipative
structures in disordered condensed matter. Int J Quant Chem 40:649
78. Löwdin P-O (1987) Some aspects of the development of the theory of reduced density matrices
and the representability problem. In: Erdahl R, Smith VH Jr (eds) Density matrices and density
functionals. Reidel, Dordrecht, p 21
79. Dunne LJ, Brändas EJ, Cox H (2017) High-temperature superconductivity in strongly
correlated electronic systems. Adv Quant Chem 74:183
80. Leggett AJ (2006) Quantum liquids, bose condensation and cooper pairing in condensed
matter systems. Oxford University Press, Oxford
81. Coleman AJ (1987) Reduced density matrices: 1929–1989. In: Erdahl R, Smith VH Jr (eds)
Density matrices and density functionals. Reidel, Dordrecht, p 5
82. Brändas E, Froelich P (1977) Continuum orbitals, complex scaling and the extended virial
theorem. Phys Rev A 16:2207
83. Reid CE, Brändas EJ (1989) On a theorem for complex symmetric matrices and its relevance
in the study of decay phenomena. In: Lecture notes in chemistry, vol 325. Springer, Berlin, p
475
435
60. Feder T (2000) Physics graduate programs train students for industrial careers. Phys Today
53(8):39
61. Boström R, Brändas E, Kullander S (1998) Promoting university—industry links by a new
type of Ph.D. education: The AIM Graduate School. In: Conference proceedings, Vienna,
4–6 November 1998 ESA, vol 432. Academic and Industrial Cooperation in Space Research,
p 181
62. Brändas EJ (2003) Advanced instrumentation and measurements: a research education
programme at Uppsala University. Eur Phys Educ Netw 7:147
63. Rittby M, Elander E, Brändas E, Barany A (1984) Resonance structure in charge transfer
cross sections: an application to the N 3+ + H → N 2+ + H + reaction. J Phys B: At Mol Phys
17:L677
64. Brändas EJ (1984) Time evolution of chemical systems far from equilibrium. In: Lecture
Notes in Physics, vol 211, p 307
65. Enss V (1984) Summary of the conference and some open problems. In: Lecture Notes in
Physics, vol 211, p 351
66. Carleman T (1944) L’Intégrale de Fourier et questions que s’y rattachent. Mittag-Leffler
Institute of Publications, Uppsala
67. Lützen J (1982) The prehistory of the theory of distributions. Springer, New York
68. Löwdin P-O (1998) Linear algebra for quantum theory. Wiley, New York
69. Nelson E (1959) Analytic vectors. Ann Math 70:572
70. Brändas EJ (2012) Time asymmetry and the evolution of physical laws. In Hoggan PE, Brändas
EJ, Maruani J, Piechuch P, Delgado-Barrio G (eds) Advances in the theory of quantum systems
in chemistry and physics, vol 22, Springer, Berlin, p 3
71. Brändas EJ, Antoniou IE (1993) On the positivity condition in the non-unitary transformation
theory of irreversibility. Int J Quant Chem 46:419
72. Kumicàk J, Brändas E (1993) Some aspects of approach to equilibrium in classical and
quantum systems. Int J Quant Chem 32:669
73. Brändas EJ, Chatzidimitriou-Dreismann CA (1989) Creation of long range order in amorphous
condensed systems. Lecture Notes in physics, vol 325. Springer, Berlin, p 485
74. Halliwell JJ (1994) Quantum cosmology and time asymmetry. In: Halliwell JJ, PérezMercader J, Zurek WH (eds) Physical origins of time asymmetry. Cambridge University
Press, Cambridge, p 369
75. Brändas EJ (2013) Arrows of time and fundamental symmetries in chemical physics. Int J
Quant Chem 113:173
76. Hehenberger H, McIntosh HV, Brändas E (1974) Weyl’s theory applied to the Stark effect in
the hydrogen atom. Phys Rev A 10(5):1494
77. Brändas EJ, Chatzidimitriou-Dreismann CA (1990) On the connection between certain properties of the second-order reduced density matrix and the occurrence of coherent-dissipative
structures in disordered condensed matter. Int J Quant Chem 40:649
78. Löwdin P-O (1987) Some aspects of the development of the theory of reduced density matrices
and the representability problem. In: Erdahl R, Smith VH Jr (eds) Density matrices and density
functionals. Reidel, Dordrecht, p 21
79. Dunne LJ, Brändas EJ, Cox H (2017) High-temperature superconductivity in strongly
correlated electronic systems. Adv Quant Chem 74:183
80. Leggett AJ (2006) Quantum liquids, bose condensation and cooper pairing in condensed
matter systems. Oxford University Press, Oxford
81. Coleman AJ (1987) Reduced density matrices: 1929–1989. In: Erdahl R, Smith VH Jr (eds)
Density matrices and density functionals. Reidel, Dordrecht, p 5
82. Brändas E, Froelich P (1977) Continuum orbitals, complex scaling and the extended virial
theorem. Phys Rev A 16:2207
83. Reid CE, Brändas EJ (1989) On a theorem for complex symmetric matrices and its relevance
in the study of decay phenomena. In: Lecture notes in chemistry, vol 325. Springer, Berlin, p
475