2,066 research outputs found

    Civil Mediation in Taiwan: Legal Culture and the Process of Legal Modernization

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    The process of legal modernization in Taiwan began in 1895, when the Japanese colonial government first imposed westernized modern law on Taiwan. Before 1895, the code of imperial Ch\u27ing - deeply influenced by the Confucian legal culture which emphasized social harmony and opposed lawsuits - had been the state law for more than two centuries. A second major transition started in the 1920s, during which Taiwanese people gradually became accustomed to access modern courts for their civil disputes, and the number of civil lawsuits eventually surpassed that of cases under mediation. The positive attitude toward civil litigation continued after the Nationalist government retreated to Taiwan in 1949. As a historical coincidence, the Nationalists also applied German- and Japanese-style legal codes in Taiwan, including double tracks of town mediation and family court mediation. Besides addressing this law-versus-custom dichotomy, the following article concerns itself mainly with the continuing and ever-evolving process of dialectic and mutual resistance between the different legal orders

    Civil Mediation in Taiwan: Legal Culture and the Process of Legal Modernization

    Get PDF
    The process of legal modernization in Taiwan began in 1895, when the Japanese colonial government first imposed westernized modern law on Taiwan. Before 1895, the code of imperial Ch\u27ing - deeply influenced by the Confucian legal culture which emphasized social harmony and opposed lawsuits - had been the state law for more than two centuries. A second major transition started in the 1920s, during which Taiwanese people gradually became accustomed to access modern courts for their civil disputes, and the number of civil lawsuits eventually surpassed that of cases under mediation. The positive attitude toward civil litigation continued after the Nationalist government retreated to Taiwan in 1949. As a historical coincidence, the Nationalists also applied German- and Japanese-style legal codes in Taiwan, including double tracks of town mediation and family court mediation. Besides addressing this law-versus-custom dichotomy, the following article concerns itself mainly with the continuing and ever-evolving process of dialectic and mutual resistance between the different legal orders

    Bubbling 1/2 BPS solutions of minimal six-dimensional supergravity

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    We continue our previous analysis (hep-th/0412045) of 1/2 BPS solutions to minimal 6d supergravity of bubbling form. We show that, by turning on an axion field in the T^2 torus reduction, the constraint F \wedge F, present in the case of an S^1 x S^1 reduction, is relaxed. We prove that the four-dimensional reduction to a bosonic field theory, whose content is the metric, a gauge field, two scalars and a pseudo-scalar (the axion), is consistent. Moreover, these reductions when lifted to the six-dimensional minimal supergravity represent the sought-after family of 1/2 BPS bubbling solutions.Comment: 17 pages, late

    Bottom-up Photonic Crystal Lasers

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    The directed growth of III–V nanopillars is used to demonstrate bottom-up photonic crystal lasers. Simultaneous formation of both the photonic band gap and active gain region is achieved via catalyst-free selective-area metal–organic chemical vapor deposition on masked GaAs substrates. The nanopillars implement a GaAs/InGaAs/GaAs axial double heterostructure for accurate, arbitrary placement of gain within the cavity and lateral InGaP shells to reduce surface recombination. The lasers operate single-mode at room temperature with low threshold peak power density of ~625 W/cm^2. Cavity resonance and lasing wavelength is lithographically defined by controlling pillar pitch and diameter to vary from 960 to 989 nm. We envision this bottom-up approach to pillar-based devices as a new platform for photonic systems integration

    Timing of Supplemental Feeding for Tilapia Production

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    The staged addition of feed to fertilized fish ponds was evaluated by adding fertilizers to 15 ponds stocked with Nile tilapia Oreochromis niloticus , then adding feed at half ad libitum rates once fish in the ponds reached a target weight. Each pond was stocked with 750 fish (3 fish/m 2 ), and each treatment included three ponds with first feeding at (a) 50 g, (b) 100 g, (c) 150 g, (d) 200 g, and (e) 250 g. Ponds in Thailand (at the Ayutthaya Freshwater Fisheries Station, Royal Thai Department of Fisheries) were maintained for 236–328 d until the fish reached 500 g. Growth was similar for all treatments under fertilizer alone (1.17 g/d) and was also similar when feed was applied (3.1 g/d). Feed application rates averaged 1.17% BW/d, indicating substantial use of natural food. Pond water quality did not deteriorate under supplemental feeding. Feed conversion rates averaged 1.03. Multiple regression indicated that 73.8% of the variance in growth was explained by design variables (feed input and days), while 86.2% of the variance in growth was explained by adding dissolved oxygen content and alkalinity into the equation. The most efficient system was to grow fish to 100–150 g with fertilizers alone, then add feed. First adding feed (at 50% ad libitum) once fish reached 100 g produced the highest predicted annual revenues ($6,164 per hectare). Results of this experiment indicated that either critical standing crop occurred early (before the first fish sample) or did not occur at all in these ponds.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/73113/1/j.1749-7345.1996.tb00625.x.pd

    T-duality, quotients and generalized Kahler geometry

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    In this paper we reopen the discussion of gauging the two-dimensional off-shell (2,2) supersymmetric sigma models written in terms of semichiral superfields. The associated target space geometry of this particular sigma model is generalized Kahler (or bi-hermitean with two non-commuting complex structures). The gauging of the isometries of the sigma model is now done by coupling the semichiral superfields to the new (2,2) semichiral vector multiplet. We show that the two moment maps together with a third function form the complete set of three Killing potentials which are associated with this gauging. We show that the Killing potentials lead to the generalized moment maps defined in the context of twisted generalized Kahler geometry. Next we address the question of the T-duality map, while keeping the (2,2) supersymmetry manifest. Using the new vector superfield in constructing the duality functional, under T-duality we swap a pair of left and right semichiral superfields by a pair of chiral and twisted chiral multiplets. We end with a discussion on quotient construction.Comment: 18 page

    Probabilistic forecast of nonlinear dynamical systems with uncertainty quantification

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    Data-driven modeling is useful for reconstructing nonlinear dynamical systems when the underlying process is unknown or too expensive to compute. Having reliable uncertainty assessment of the forecast enables tools to be deployed to predict new scenarios unobserved before. In this work, we first extend parallel partial Gaussian processes for predicting the vector-valued transition function that links the observations between the current and next time points, and quantify the uncertainty of predictions by posterior sampling. Second, we show the equivalence between the dynamic mode decomposition and the maximum likelihood estimator of the linear mapping matrix in the linear state space model. The connection provides a data generating model of dynamic mode decomposition and thus, uncertainty of predictions can be obtained. Furthermore, we draw close connections between different data-driven models for approximating nonlinear dynamics, through a unified view of data generating models. We study two numerical examples, where the inputs of the dynamics are assumed to be known in the first example and the inputs are unknown in the second example. The examples indicate that uncertainty of forecast can be properly quantified, whereas model or input misspecification can degrade the accuracy of uncertainty quantification
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