1,431 research outputs found

    Wronskian solutions of the T, Q and Y-systems related to infinite dimensional unitarizable modules of the general linear superalgebra gl (M|N)

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    In . [1] (Z. Tsuboi, Nucl. Phys. B 826 (2010) 399, . arXiv:0906.2039), we proposed Wronskian-like solutions of the T-system for . [M,N]-hook of the general linear superalgebra . gl(M|N). We have generalized these Wronskian-like solutions to the ones for

    Data for: Growth, R&D, and Uncertainty

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    Data set to replicate figures in the main text, plus the Online Appendix

    Data for: Resource Scarcity, Technological Progress, and Stochastic Growth

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    Matlab code for some figures

    INVERSION SPLITTING IN NH2NH2NH_{2}NH_{2} AND ITS J, K-DEPENDENCE

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    1^{1} Y. Hamada, A. Y. Hirakawa, K. Tamagake, and M. Tsuboi, J. Mol. Spectroscopy, 35, 420 (1970). 2^{2} M. Tsuboi and J. Overend, J. Mol. Spectroscopy, 52, 256 (1974).Author Institution:In continuation of our analysis1,2analysis^{1, 2} of the antisymmetric wagging band (va=10(v_{a} = 1 \leftrightarrow 0, 1020--860 cm1cm^{-1}) of hydrazine, NH2NH2NH_{2}NH_{2}, an examination with 0.002cm10.002 cm^{-1} resolution has recently been made by the use of infrared diode lasers. The J-structures of the aRQ5,bRQ5,bPQ8,bPQ9,cRQ3,cPQ8,dRQ7,dRQ5,dPQ7a-^{R}Q_{5}, b-^{R}Q_{5}, b-^{P}Q_{8}, b-^{P}Q_{9}, c-^{R}Q_{3}, c-^{P}Q_{8}, d-^{R}Q_{7}, d-^{R}Q_{5}, d-^{P}Q_{7}, and dPQ8d-^{P}Q_{8} clusters have been analyzed, where a, b, c, and d are the components of the inversion splitting in each transition (C-type) (see the figure). It has been found that the inversion splitting becomes smaller with increasing J and with increasing K, both in the va=0v_{a}=0 state (shown by b-c) and va=1v_{a}=1 state (shown by a-d). An explanation is given for this finding. [FIGURE

    Real-time earthquake warning by using broadband P Waveform

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    [1] We develop a system, which enables an early warning of earthquake occurrence several seconds before large ground shaking begins. We assume that the vertical displacement of the broadband P waveform can be considered as the far-field source time function of the earthquake. Based upon the seismic moment to source duration relation, we may issue an early warning that an earthquake with magnitude greater than 6 has occurred, when the initial P-wave pulse duration continues for more than 3 seconds. We have applied this algorithm to broadband seismograms recorded at Japanese broadband stations for recent large earthquakes in Japan. We found that it really is possible to assess the occurrence of earthquakes with magnitude greater than 6 within 3 seconds after the P-wave arrival. INDEX TERMS: 7215 Seismology: Earthquake parameters; 7260 Seismology: Theory and modeling; 7294 Seismology: Instruments and techniques; 7299 Seismology: General or miscellaneous. Citation: Tsuboi, S., M. Saito, and M. Kikuchi, Real-time earthquake warning by using broadband P Waveform, Geophys

    Oscillator construction of su(n|m) Q-operators

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    We generalize our recent explicit construction of the full hierarchy of Baxter Q-operators of compact spin chains with su(n) symmetry to the supersymmetric case su(n|m). The method is based on novel degenerate solutions of the graded Yang-Baxter equation, leading to an amalgam of bosonic and fermionic oscillator algebras. Our approach is fully algebraic, and leads to the exact solution of the associated compact spin chains while avoiding Bethe ansatz techniques. It furthermore elucidates the algebraic and combinatorial structures underlying the system of nested Bethe equations. Finally, our construction naturally reproduces the representation, due to Z. Tsuboi, of the hierarchy of Baxter Q-operators in terms of hypercubic Hasse diagrams. © 2011 Elsevier B.V

    Oscillator Construction of su(n|m) Q-Operators

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    We generalize our recent explicit construction of the full hierarchy of Baxter Q-operators of compact spin chains with su(n) symmetry to the supersymmetric case su(n|m). The method is based on novel degenerate solutions of the graded Yang-Baxter equation, leading to an amalgam of bosonic and fermionic oscillator algebras. Our approach is fully algebraic, and leads to the exact solution of the associated compact spin chains while avoiding Bethe ansatz techniques. It furthermore elucidates the algebraic and combinatorial structures underlying the system of nested Bethe equations. Finally, our construction naturally reproduces the representation, due to Z. Tsuboi, of the hierarchy of Baxter Q-operators in terms of hypercubic Hasse diagrams

    Integrability of the Russian doll BCS model

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    We show that integrability of the BCS model extends beyond Richardson's model (where all Cooper pair scatterings have equal coupling) to that of the Russian doll BCS model for which the couplings have a particular phase dependence that breaks time-reversal symmetry. This model is shown to be integrable using the quantum inverse scattering method, and the exact solution is obtained by means of the algebraic Bethe ansatz. The inverse problem of expressing local operators in terms of the global operators of the monodromy matrix is solved. This result is used to find a determinant formulation of a correlation function for fluctuations in the Cooper pair occupation numbers. These results are used to undertake exact numerical analysis for small systems at half-filling

    Supplemental Material1 - Supplemental material for Factors predictive of long-term mortality in lupus nephritis: a multicenter retrospective study of a Japanese cohort

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    Supplemental material, Supplemental Material1 for Factors predictive of long-term mortality in lupus nephritis: a multicenter retrospective study of a Japanese cohort by K Ichinose, M Kitamura, S Sato, K Fujikawa, Y Horai, N Matsuoka, M Tsuboi, F Nonaka, T Shimizu, S Fukui, M Umeda, T Koga, S Kawashiri, N Iwamoto, M Tamai, H Nakamura, T Origuchi, T Nishino and A Kawakami in Lupus</p
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