52,142 research outputs found

    The low energy expansion of the one-loop type II superstring amplitude

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    The one-loop four-graviton amplitude in either of the type II superstring theories is expanded in powers of the external momenta up to and including terms of order s^4 log s R^4, where R^4 denotes a specific contraction of four linearized Weyl tensors and s is a Mandelstam invariant. Terms in this series are obtained by integrating powers of the two-dimensional scalar field theory propagator over the toroidal world-sheet as well as the moduli of the torus. The values of these coefficients match expectations based on duality relations between string theory and eleven-dimensional supergravity.Comment: harvmac (b), 25 pages, 3 eps figures. v2: Factors of 2 corrected. Conclusion unchange

    Instrument quickly transposes ground reference target to eye level

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    Optical alignment of equipment is facilitated by a traverse target with a string suspending a plumb bob to transpose the ground level point to eye level operation. This instrument appreciably decreases the time required from the present method but achieves the same degree of precision

    Electron paramagnetic resonance and photochromism of N3V0\mathrm{N}_{3}\mathrm{V}^{0} in diamond

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    The defect in diamond formed by a vacancy surrounded by three nearest-neighbor nitrogen atoms and one carbon atom, N3V\mathrm{N}_{3}\mathrm{V}, is found in 98%\approx98\% of natural diamonds. Despite N3V0\mathrm{N}_{3}\mathrm{V}^{0} being the earliest electron paramagnetic resonance spectrum observed in diamond, to date no satisfactory simulation of the spectrum for an arbitrary magnetic field direction has been produced due to its complexity. In this work, N3V0\mathrm{N}_{3}\mathrm{V}^{0} is identified in 15N^{15}\mathrm{N}-doped synthetic diamond following irradiation and annealing. The 15N3V0\mathrm{^{15}N}_{3}\mathrm{V}^{0} spin Hamiltonian parameters are revised and used to refine the parameters for 14N3V0\mathrm{^{14}N}_{3}\mathrm{V}^{0}, enabling the latter to be accurately simulated and fitted for an arbitrary magnetic field direction. Study of 15N3V0\mathrm{^{15}N}_{3}\mathrm{V}^{0} under excitation with green light indicates charge transfer between N3V\mathrm{N}_{3}\mathrm{V} and Ns\mathrm{N_s}. It is argued that this charge transfer is facilitated by direct ionization of N3V\mathrm{N}_{3}\mathrm{V}^{-}, an as-yet unobserved charge state of N3V\mathrm{N}_{3}\mathrm{V}

    Matching the (DR4)-R-6 interaction at two-loops

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    The coefficient of the D6R4D^6 {\cal R}^4 interaction in the low energy expansion of the two-loop four-graviton amplitude in type II superstring theory is known to be proportional to the integral of the Zhang-Kawazumi (ZK) invariant over the moduli space of genus-two Riemann surfaces. We demonstrate that the ZK invariant is an eigenfunction with eigenvalue 5 of the Laplace-Beltrami operator in the interior of moduli space. Exploiting this result, we evaluate the integral of the ZK invariant explicitly, finding agreement with the value of the two-loop D6R4D^6 {\cal R}^4 interaction predicted on the basis of S-duality and supersymmetry. A review of the current understanding of the D2pR4D^{2p} {\cal R}^4 interactions in type II superstring theory compactified on a torus TdT^d with p3p \leq 3 and d4d \leq 4 is included.Comment: 40 pages, various typos and coefficients corrected in version

    Remarks on the Classical Size of D-Branes

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    We discuss different criteria for `classical size' of extremal Dirichlet p-branes in type-II supergravity. Using strong-weak coupling duality, we find that the size of the strong-coupling region at the core of the (p<3)-branes, is always given by the asymptotic string scale, if measured in the weakly coupled dual string metric. We also point out how the eleven-dimensional Planck scale arises in the classical 0-brane solution, as well as the ten-dimensional Planck scale in the D-instanton solution.Comment: 8 pp, harvma

    Traditional healers' and biomedical practitioners' perceptions of collaborative mental healthcare in low- and middle-income countries: a systematic review

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    Access to mental healthcare in low- and middle-income countries (LMICs) is one of the greatest challenges in public health today. One suggestion for improving accessibility is through collaboration between biomedical practitioners and traditional healers. This paper reviews studies of traditional healers’ and biomedical practitioners’ perceptions of collaboration. We conducted a systematic review of online databases, selected journals, and reference lists for relevant studies. Eligible papers were assessed using a tool designed for this review for quality and study characteristics, and qualitative data demonstrating participants’ views were extracted. A total of 14 papers from seven countries were included. The published literature on this topic is relatively homogenous and studies are of variable quality. The findings suggest that, despite differing conceptualisations of mental illness causation, both traditional healers and biomedical practitioners recognise that patients can benefit from a combination of both practices and demonstrate a clear willingness to work together. There are concerns about patients’ safety and human rights regarding traditional methods and some healers are sceptical about the effectiveness of Western psychiatric medication. Despite keeping the inclusion criteria open to all LMICs, all 13 studies were conducted in Africa, seven of which were in South Africa. This limits the applicability of the findings of this review to the wider LMIC context. The paper concludes with recommendations for research and practice

    D-instanton partition functions

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    Duality arguments are used to determine D-instanton contributions to certain effective interaction terms of type II supergravity theories in various dimensions. This leads to exact expressions for the partition functions of the finite N D-instanton matrix model in d=4 and 6 dimensions that generalize our previous expression for the case d=10. These results are consistent with the fact that the Witten index of the T-dual D-particle process should only be non-vanishing for d=10.Comment: 20 pages, harvmac, typos corrected, reference adde

    Formulating Light Cone QCD on the Lattice

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    We present the near light cone Hamiltonian HH in lattice QCD depending on the parameter η\eta, which gives the distance to the light cone. Since the vacuum has zero momentum we can derive an effective Hamiltonian HeffH_{eff} from HH which is only quadratic in the momenta and therefore solvable by standard methods. An approximate ground state wave functional is determined variationally in the limit η0\eta \to 0.Comment: 48 pages, 8 figure

    Supersymmetry Constraints on Type IIB Supergravity

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    Supersymmetry is used to derive conditions on higher derivative terms in the effective action of type IIB supergravity. Using these conditions, we are able to prove earlier conjectures that certain modular invariant interactions of order alpha' **3 relative to the Einstein-Hilbert term are proportional to eigenfunctions of the Laplace operator on the fundamental domain of SL(2,Z). We also discuss how these arguments generalize to terms of higher order in alpha', as well as to compactifications of supergravity.Comment: 31 pages, harvmac (b); minor correction

    Connection between the Loop Variable Formalism and the Old Covariant Formalsm for the Open Bosonic String

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    The gauge invariant loop variable formalism and old covariant formalism for bosonic open string theory are compared in this paper. It is expected that for the free theory, after gauge fixing, the loop variable fields can be mapped to those of the old covariant formalism in bosonic string theory, level by level. This is verified explicitly for the first two massive levels. It is shown that (in the critical dimension) the fields, constraints and gauge transformations can all be mapped from one to the other. Assuming this continues at all levels one can give general arguments that the tree S-matrix (integrated correlation functions for on-shell physical fields) is the same in both formalisms and therefore they describe the same physical theory (at tree level).Comment: Latex file, 24 page
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