Publications of Robert Brown    :chronological  alphabetical  by type listing:

%%    
@book{fds374994,
   Author = {R. Brown},
   Title = {Introductory Physics 1 and 2},
   Year = {2023},
   url = {http://www.phy.duke.edu/~rgb/Class/intro-physics-1.php},
   Abstract = {Textbooks for introductory physics for majors and
             non-majors, with calculus.},
   Key = {fds374994}
}

@article{fds245649,
   Author = {Brown, RG and Ciftan, M},
   Title = {Critical behavior of the helicity modulus for the classical
             Heisenberg model},
   Journal = {Physical Review B - Condensed Matter and Materials
             Physics},
   Volume = {74},
   Number = {22},
   Publisher = {American Physical Society (APS)},
   Year = {2006},
   Month = {Winter},
   ISSN = {1098-0121},
   url = {http://dx.doi.org/10.1103/PhysRevB.74.224413},
   Keywords = {critical exponent • helicity modulus • classical
             Heisenberg ferromagnet},
   Abstract = {The critical scaling of the helicity modulus of the
             classical O(3) 3d Heisenberg ferromagnet is studied
             directly. Monte Carlo methods that impose either an
             antiperiodic boundary condition or a finite twist of
             definite handedness across otherwise periodic boundaries in
             one lattice direction are used to measure scale-dependent
             enthalpy variations in a simple cubic lattice at the
             ferromagnetic critical temperature. Finite-size scaling is
             then used to determine the critical exponents vE and vF for
             helicity and, by evaluating three independent
             hyperscaling-linked pairs of ν and α, to test hyperscaling
             for this model. It is observed that antiperiodic boundary
             conditions in particular constrain the lattice to have a
             nonzero topological charge, establishing a connection
             between topological charge and helicity in the model. ©
             2006 The American Physical Society.},
   Doi = {10.1103/PhysRevB.74.224413},
   Key = {fds245649}
}

@misc{fds36675,
   Author = {R.G. Brown},
   Title = {Monthly column in Cluster World Magazine},
   Year = {2005},
   Month = {June},
   Key = {fds36675}
}

@misc{fds36686,
   Author = {R.G. Brown},
   Title = {A Modest Proposal},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2005},
   Month = {May},
   Key = {fds36686}
}

@misc{fds36685,
   Author = {R.G. Brown},
   Title = {A New Year, a New Column},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2005},
   Month = {January},
   Key = {fds36685}
}

@article{fds245650,
   Author = {Brown, RG},
   Title = {Finite size scaling of the helicity modulus of the classical
             Heisenberg ferromagnet},
   Journal = {Physical Review Letters},
   Year = {2005},
   Key = {fds245650}
}

@misc{fds36684,
   Author = {R.G. Brown},
   Title = {Packets 'n' Protocols II},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {October},
   Key = {fds36684}
}

@misc{fds36682,
   Author = {R.G. Brown},
   Title = {Packets 'n' Protocols},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {September},
   Key = {fds36682}
}

@misc{fds36683,
   Author = {R.G. Brown},
   Title = {Head Node: A True Clustory},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {September},
   Key = {fds36683}
}

@misc{fds36681,
   Author = {R.G. Brown},
   Title = {Cluster Infrastructure},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {June},
   Key = {fds36681}
}

@misc{fds36680,
   Author = {R.G. Brown},
   Title = {PVM, Part II},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {April},
   Key = {fds36680}
}

@misc{fds36679,
   Author = {R.G. Brown},
   Title = {Serious Parallel Computing: PVM},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {March},
   Key = {fds36679}
}

@misc{fds36678,
   Author = {R.G. Brown},
   Title = {Amdahl's Law},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {February},
   Key = {fds36678}
}

@misc{fds36677,
   Author = {R.G. Brown},
   Title = {Doing Work in Parallel},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2004},
   Month = {January},
   Key = {fds36677}
}

@misc{fds36714,
   Author = {R.G. Brown},
   Title = {Wulfware},
   Year = {2004},
   url = {http://www.phy.duke.edu/},
   Key = {fds36714}
}

@misc{fds36715,
   Author = {R.G. Brown},
   Title = {Benchmaster},
   Year = {2004},
   url = {http://www.phy.duke.edu/rgb/General/benchmaster.php},
   Key = {fds36715}
}

@misc{fds36716,
   Author = {R.G. Brown},
   Title = {Dieharder},
   Year = {2004},
   Key = {fds36716}
}

@misc{fds36717,
   Author = {R.G. Brown},
   Title = {Flashcard},
   Year = {2004},
   url = {http://www.phy.duke.edu/rgb/General/flashcard.php},
   Key = {fds36717}
}

@misc{fds36676,
   Author = {R.G. Brown},
   Title = {Building Your First Cluster},
   Series = {Monthly column in Cluster World Magazine},
   Year = {2003},
   Month = {December},
   Key = {fds36676}
}

@misc{fds36667,
   Author = {R.G. Brown},
   Title = {Beowulf Infrastructure},
   Series = {Linux Magazine},
   Year = {2003},
   Month = {June},
   url = {http://www.linux-mag.com/archive/2003-06/infrastructure},
   Key = {fds36667}
}

@misc{fds36713,
   Author = {R.G. Brown},
   Title = {The Critical Scaling of the Helicity Modulus of the O(3)
             Classical Heisenberg Ferromagnet},
   Year = {2003},
   Month = {April},
   Key = {fds36713}
}

@misc{fds36712,
   Author = {R.G. Brown},
   Title = {Eden, A Home Beowulf},
   Volume = {26},
   Series = {"Login" The Magazine of Usenix and Sage},
   Number = {5},
   Year = {2001},
   Month = {August},
   url = {http://www.usenix.org/publications/login/2001-08/pdfs/brown.pdf},
   Key = {fds36712}
}

@misc{fds36711,
   Author = {R.G. Brown},
   Title = {Maximizing Beowulf Performance},
   Year = {2000},
   Month = {October},
   url = {http://www.usenix.org/publications/library/proceedings/als2000/full},
   Key = {fds36711}
}

@misc{fds36709,
   Author = {R.G. Brown},
   Title = {Introduction to the Beowulf Design},
   Year = {2000},
   Month = {April},
   Key = {fds36709}
}

@misc{fds36707,
   Author = {R.G. Brown},
   Title = {Introduction to the Beowulf Design},
   Year = {2000},
   Month = {March},
   url = {http://www.phy.duke.edu/brahma/Resources/resources.php},
   Key = {fds36707}
}

@article{fds352785,
   Author = {Brown, RG},
   Title = {Maximizing beowulf performance},
   Journal = {Proceedings of 4th Annual Linux Showcase and Conference
             2000, ALS 2000},
   Year = {2000},
   Month = {January},
   Abstract = {At this point in time the beowulf (and other related ompute
             cluster) architectures has come of age in Linux. Few indeed
             are those in any realm of technical computing that are
             unaware of the fact that one an assemble a collection of
             commodity off the shelf (COTS) computers and networking
             hardware into a high performance supercomputing environment.
             However, a detailed knowledge or appreciation for the
             bottlenecks and special problems associated with beowulf
             design is not so common. A review of the important
             bottlenecks and design features of a beowulf is given along
             with associated benchmarking and measurement tools to
             illustrate how to bridge the gap between the simple "recipe"
             of a beowulf as a pile of compute nodes, interconnected with
             a fast network and running linux and the realities of
             engineering a parallel code and beowulf-style luster to
             achieve satisfactory performane.},
   Key = {fds352785}
}

@misc{fds36710,
   Author = {R.G. Brown},
   Title = {Engineering a Beowulf-Style Compute Cluster},
   Year = {2000},
   url = {http://www.phy.duke.edu/brahma/Resources/beowulfbook.php},
   Key = {fds36710}
}

@misc{fds36708,
   Author = {R.G. Brown},
   Title = {The Beowulf Design},
   Year = {1999},
   url = {http://www.phy.duke.edu/brahma/Resources/resources.php},
   Key = {fds36708}
}

@book{fds36674,
   Author = {R.G. Brown and M. Ciftan},
   Title = {Monte Carlo study of the helicity modulus of the classical
             Heisenberg ferromagnet},
   Booktitle = {Condensed Matter Theories 13,14},
   Publisher = {Plenum, New York},
   Year = {1998},
   Key = {fds36674}
}

@booklet{Brown97,
   Author = {Brown, RG and Ciftan, M},
   Title = {Brown and ciftan reply},
   Journal = {Physical Review Letters},
   Volume = {78},
   Number = {11},
   Pages = {2266},
   Publisher = {American Physical Society (APS)},
   Year = {1997},
   Month = {January},
   ISSN = {0031-9007},
   url = {http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAMR&KeyUT=WOS:A1997WN07900061&DestLinkType=FullRecord&DestApp=ALL_WOS&UsrCustomerID=47d3190e77e5a3a53558812f597b0b92},
   Abstract = {A Reply to the Comment by Christian Holm and Wolfhard Janke.
             © 1997 The American Physical Society.},
   Doi = {10.1103/PhysRevLett.78.2266},
   Key = {Brown97}
}

@book{fds36673,
   Author = {R.G. Brown and M. Ciftan},
   Title = {Critical Exponents of the Classical Heisenberg
             Model},
   Pages = {p. 345},
   Booktitle = {Condensed Matter Theories 12},
   Publisher = {Nova Science Publishers, New York},
   Editor = {John. W. Clark and P. V. Panat},
   Year = {1997},
   Key = {fds36673}
}

@booklet{Brown96,
   Author = {Brown, RG and Ciftan, M},
   Title = {Dynamic critical exponents and sample independence times for
             the classical Heisenberg model.},
   Journal = {Physical review. B, Condensed matter},
   Volume = {54},
   Number = {22},
   Pages = {15860-15874},
   Year = {1996},
   Month = {December},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9985655},
   Doi = {10.1103/physrevb.54.15860},
   Key = {Brown96}
}

@booklet{Brown96a,
   Author = {Brown, RG and Ciftan, M},
   Title = {High-precision evaluation of the static exponents of the
             classical Heisenberg ferromagnet.},
   Journal = {Physical review letters},
   Volume = {76},
   Number = {8},
   Pages = {1352-1355},
   Year = {1996},
   Month = {February},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/10061699},
   Doi = {10.1103/physrevlett.76.1352},
   Key = {Brown96a}
}

@book{fds36671,
   Author = {R.G. Brown and M. Ciftan},
   Title = {The Dynamic Critical Exponents of the 3d, O (3) Classical
             Heisenberg Model},
   Booktitle = {Condensed Matter Theory 10},
   Publisher = {Nova Science Publishers},
   Editor = {Artur Polls},
   Year = {1996},
   Key = {fds36671}
}

@misc{fds36672,
   Author = {R.G. Brown},
   Title = {Critical scaling of the dynamic critical exponents of the
             classical Heisenberg ferromagnet},
   Year = {1996},
   Key = {fds36672}
}

@article{fds245651,
   Author = {Brown, RG and Ciftan, M},
   Title = {Critical scaling of the dynamic critical exponents of the
             classical Heisenberg ferromagnet},
   Journal = {Phys. Rev.},
   Volume = {B54},
   Pages = {15860},
   Year = {1996},
   Key = {fds245651}
}

@booklet{Brown95,
   Author = {Brown, RG},
   Title = {Softwares hard questions},
   Journal = {Scientific American},
   Volume = {272},
   Number = {1},
   Pages = {8-8},
   Year = {1995},
   Month = {January},
   Key = {Brown95}
}

@article{fds318410,
   Author = {Brown, RG and Ciftan, M},
   Title = {Statistical microdynamics of extended systems in natural
             function spaces},
   Journal = {International Journal of Quantum Chemistry},
   Volume = {48},
   Number = {27 S},
   Pages = {363-375},
   Year = {1993},
   Month = {January},
   url = {http://dx.doi.org/10.1002/qua.560480837},
   Abstract = {An approximate numerical method of solving the Generalized
             Master Equation for a many‐body problem is presented, with
             examples of its application. This method involves the
             construction from the full Hamiltonian (of the system plus
             the “bath”) of a set of unitary Langevin equations that
             combine deterministic microcanonical, stochastic canonical
             (heat bath), and stochastic nonthermal dynamics in a single
             time‐integration scheme. If implemented in a
             representation that captures the essential physics and
             repeatedly run from a given initial condition, this method
             evaluates stochastic representatives from the actual fiber
             bundle of system worldlines that flow from the initial
             condition and, hence, numerically evaluates the path
             integral. © 1993 John Wiley & Sons, Inc. Copyright © 1993
             John Wiley & Sons, Inc.},
   Doi = {10.1002/qua.560480837},
   Key = {fds318410}
}

@article{fds36661,
   Author = {R.G. Brown},
   Title = {The 2d/3D classical Heisenberg ferromagnet},
   Year = {1992},
   Key = {fds36661}
}

@misc{fds36670,
   Author = {R.G. Brown},
   Title = {Ferromagnetism in two dimensions},
   Year = {1991},
   Key = {fds36670}
}

@book{fds36669,
   Author = {R.G. Brown and M. Ciftan},
   Title = {Quantum Statistical Microdynamics and critical
             phenomena},
   Booktitle = {Condensed Matter Theories 6},
   Publisher = {Plenum, New York},
   Editor = {S. Fontoni and S. Rosati},
   Year = {1991},
   Key = {fds36669}
}

@article{fds36660,
   Author = {R.G. Brown},
   Title = {Multipolar Expansions for Multiple Scattering
             Theory},
   Year = {1991},
   Key = {fds36660}
}

@booklet{Ciftci90,
   Author = {Ciftci, AK and Brown, RG and Ciftan, M},
   Title = {Elementary integral of Bessel functions.},
   Journal = {Physical review. B, Condensed matter},
   Volume = {41},
   Number = {5},
   Pages = {3242-3243},
   Year = {1990},
   Month = {February},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9994105},
   Doi = {10.1103/physrevb.41.3242},
   Key = {Ciftci90}
}

@booklet{Brown89,
   Author = {Brown, RG and Ciftan, M},
   Title = {N-atom optical Bloch equations: A microscopic theory of
             quantum optics.},
   Journal = {Physical review. A, General physics},
   Volume = {40},
   Number = {6},
   Pages = {3080-3105},
   Year = {1989},
   Month = {September},
   ISSN = {0556-2791},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9902518},
   Doi = {10.1103/physreva.40.3080},
   Key = {Brown89}
}

@article{fds303636,
   Author = {Brown, RG and Ciftan, M},
   Title = {Comment on "Energy-band equation for a general periodic
             potential"},
   Journal = {Physical review. B, Condensed matter},
   Volume = {39},
   Number = {14},
   Pages = {10415-10419},
   Year = {1989},
   Month = {May},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9947838},
   Doi = {10.1103/physrevb.39.10415},
   Key = {fds303636}
}

@booklet{Brown89b,
   Author = {Brown, RG and Ciftan, M},
   Title = {Multipolar expansions for the empty-lattice
             problem.},
   Journal = {Physical review. B, Condensed matter},
   Volume = {39},
   Number = {6},
   Pages = {3543-3550},
   Year = {1989},
   Month = {February},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9948669},
   Doi = {10.1103/physrevb.39.3543},
   Key = {Brown89b}
}

@book{fds36657,
   Author = {R. G. Brown and M. Ciftan},
   Title = {Multipolar integral equation theory and generalized multiple
             scattering theory},
   Booktitle = {Condensed Matter Theories 4},
   Publisher = {Plenum, New York},
   Editor = {J. H. Keller},
   Year = {1989},
   Key = {fds36657}
}

@booklet{Brown88,
   Author = {Brown, RG},
   Title = {Generalised non-muffin-tin multiple scattering
             theory},
   Journal = {Journal of Physics B: Atomic, Molecular and Optical
             Physics},
   Volume = {21},
   Number = {11},
   Pages = {L309-L316},
   Publisher = {IOP Publishing},
   Year = {1988},
   Month = {December},
   ISSN = {0953-4075},
   url = {http://dx.doi.org/10.1088/0953-4075/21/11/008},
   Abstract = {The author presents a derivation of generalised multiple
             scattering (MS) theory for finite systems such as molecules,
             atomic clusters and nuclei. It eliminates the need for the
             muffin-tin approximation (MTA) in the MS methods commonly
             used in quantum chemistry (e.g., in the X alpha -SCW
             method). It is completely separable and does not contain the
             near-field error common to previous attempts to construct a
             generalised theory. The generalised equations are identical
             to the well known MTA MS equations, but with the correct
             definition of the cellular T matrix.},
   Doi = {10.1088/0953-4075/21/11/008},
   Key = {Brown88}
}

@book{fds36656,
   Author = {R. G. Brown and M. Ciftan},
   Title = {Local dynamics, correlation, and phase transitions: N-body
             versus nonlinear quantum optics},
   Booktitle = {Condensed Matter Theories 3},
   Publisher = {Plenum, New York},
   Editor = {J. S. Arponen and R. F. Bishop and M. Manninen},
   Year = {1988},
   Key = {fds36656}
}

@misc{fds36655,
   Author = {R.G. Brown},
   Title = {Pseudospin-ordered optical bistability for two-level
             atoms},
   Year = {1986},
   Month = {November},
   Key = {fds36655}
}

@booklet{Brown86,
   Author = {Brown, RG and Ciftan, M},
   Title = {Numerical tests of high-precision multiple-scattering band
             theory.},
   Journal = {Physical review. B, Condensed matter},
   Volume = {33},
   Number = {12},
   Pages = {7937-7940},
   Year = {1986},
   Month = {June},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9938183},
   Doi = {10.1103/physrevb.33.7937},
   Key = {Brown86}
}

@book{fds36668,
   Author = {R.G. Brown and M. Ciftan},
   Title = {Convergence properties of an exact band theory},
   Booktitle = {Condensed Matter Theories 1},
   Publisher = {Plenum, New York},
   Editor = {F. B. Malik},
   Year = {1986},
   Key = {fds36668}
}

@article{fds303635,
   Author = {Brown, RG and Ciftan, M},
   Title = {Response to "non-muffin-tin band theories of the
             multiple-scattering type"},
   Journal = {Physical review. B, Condensed matter},
   Volume = {32},
   Number = {2},
   Pages = {1343-1346},
   Year = {1985},
   Month = {July},
   ISSN = {0163-1829},
   url = {http://www.ncbi.nlm.nih.gov/pubmed/9937157},
   Doi = {10.1103/physrevb.32.1343},
   Key = {fds303635}
}

@article{fds318411,
   Author = {Brown, RG and Ciftan, M},
   Title = {Erratum: A generalized non‐muffin‐tin theory of band
             structure},
   Journal = {International Journal of Quantum Chemistry},
   Volume = {28},
   Number = {19 S},
   Pages = {751-752},
   Publisher = {WILEY},
   Year = {1985},
   Month = {January},
   url = {http://dx.doi.org/10.1002/qua.560280874},
   Doi = {10.1002/qua.560280874},
   Key = {fds318411}
}

@article{fds340357,
   Author = {Brown, RG and Ciftan, M},
   Title = {A generalized non‐muffin‐tin theory of band
             structure},
   Journal = {International Journal of Quantum Chemistry},
   Volume = {27},
   Number = {6},
   Pages = {803-804},
   Publisher = {WILEY},
   Year = {1985},
   Month = {January},
   url = {http://dx.doi.org/10.1002/qua.560270614},
   Doi = {10.1002/qua.560270614},
   Key = {fds340357}
}

@misc{fds36653,
   Author = {R.G. Brown},
   Title = {A numerical application of a generalized non-muffin-tin band
             theory},
   Year = {1984},
   Month = {March},
   Key = {fds36653}
}

@booklet{Brown84,
   Author = {Brown, RG and Ciftan, M},
   Title = {A generalized non‐muffin‐tin theory of band
             structure},
   Journal = {International Journal of Quantum Chemistry},
   Volume = {26},
   Number = {18 S},
   Pages = {87-104},
   Publisher = {WILEY},
   Year = {1984},
   Month = {January},
   ISSN = {0020-7608},
   url = {http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAMR&KeyUT=WOS:A1984ACF7600012&DestLinkType=FullRecord&DestApp=ALL_WOS&UsrCustomerID=47d3190e77e5a3a53558812f597b0b92},
   Abstract = {A generalized non‐muffin‐tin band structure method is
             presented in the context of multiple scattering off of the
             Wigner–Seitz cell. This technique has the following
             desirable features: it is formally exact and rapidly
             convergent; it preserves the separation between the
             nondiagonal scattering matrix for the cell and the usual
             structure constants of KKR in the secular determinant; it
             produces an accurate representation of the wave function
             throughout the sphere bounding the Wigner–Seitz cell and
             hence is suitable for self‐consistent field calculations
             and applications that require a detailed knowledge of the
             unperturbed crystal potential and wave functions. Various
             aspects of the application of this theory to the empty
             lattice and sodium are presented, and its limitations
             discussed. Some future lines of research are briefly
             reviewed. Copyright © 1984 John Wiley & Sons,
             Inc.},
   Doi = {10.1002/qua.560260813},
   Key = {Brown84}
}

@article{fds245652,
   Author = {Brown, RG and Ciftan, M},
   Title = {Generalized non-muffin-tin band theory},
   Journal = {Physical Review B},
   Volume = {27},
   Number = {8},
   Pages = {4564-4579},
   Publisher = {American Physical Society (APS)},
   Year = {1983},
   Month = {January},
   ISSN = {0163-1829},
   url = {http://dx.doi.org/10.1103/PhysRevB.27.4564},
   Abstract = {A new way of applying the non-spherically-symmetric
             phase-functional method of Williams and van Morgan to the
             band-structure problem is derived that results in a
             generalized (non-muffin-tin) Green's-function band theory
             that is variationally stationary and exact in the
             single-electron, local-potential approximation. The
             "near-field" correction, believed to destroy the
             separability of Green's-function band theories, is
             implicitly included in the nonspherically-symmetric
             phase-functional basis. This basis is discussed in some
             detail as we correct an error in the previous work of
             Williams and van Morgan. Using this basis to expand the
             crystal wave function, we obtain an equation that is the
             most general expression of Green's-function band theory.
             This equation contains a sum over the structure constants of
             the Korringa-Kohn-Rostoker method and two "phase functions"
             (corresponding to the cosine and sine of the nondiagonal
             partial-wave phase shifts) that are independently
             calculable; hence the effects of structure and cellular
             potential completely separate. The variational procedure of
             Kohn and Rostoker then yields a secular determinant that can
             be solved for the non-muffin-tin bands and wave functions;
             the resulting theory is suitable for self-consistent-field
             applications. © 1983 The American Physical
             Society.},
   Doi = {10.1103/PhysRevB.27.4564},
   Key = {fds245652}
}

@booklet{Ciftan83,
   Author = {Ciftan, M and Brown, RG and Saibel, E},
   Title = {Stress activated Raman scattering and microcrack
             detection},
   Journal = {International Journal of Engineering Science},
   Volume = {21},
   Number = {11},
   Pages = {1285-1293},
   Publisher = {Elsevier BV},
   Year = {1983},
   Month = {January},
   ISSN = {0020-7225},
   url = {http://dx.doi.org/10.1016/0020-7225(83)90125-8},
   Abstract = {A new technique for the detection of microcrack precursors
             and for the study of the dynamics of crack propagation is
             proposed. The technique uses laser Raman scattering off of
             adsorbed surface species to detect microcrack precursors via
             variations in the Raman spectrum associated with the
             stresses localized within such precursors. We give extensive
             theoretical justification and detail several approaches
             designed to substantiate the plausability of the technique
             proposed. This technique can become a valuable tool for the
             detection of microcrack precursors as well as studies of
             phenomena including adsorption, catalysis. adhesion, wear
             and the dynamics of stress-corrosion cracking. ©
             1983.},
   Doi = {10.1016/0020-7225(83)90125-8},
   Key = {Ciftan83}
}

@misc{fds36651,
   Author = {R.G. Brown},
   Title = {The position space Green's function and its application to a
             non-muffin-tin band theory},
   Year = {1982},
   Month = {June},
   Key = {fds36651}
}

@misc{fds36650,
   Author = {R.G. Brown},
   Title = {Multiple scattering and non-muffin-tin band
             theory},
   Year = {1980},
   Month = {November},
   Key = {fds36650}
}