6,914 research outputs found

    There is a beast in everyone

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    International Women's Day

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    Comparison of a Barbell Weight Training Program to a Universal Gym Weight Training Program on the Development of Leg Strength in Secondary School Boys

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    In the United States over the past few years a great number of conditioning machines have been purchased by schools, clubs, hospitals and private citizens to supplement or replace barbell weight training equipment. Some reasons given for the recent popularity of the new weight training machines over the more conventional barbells are that they: provide greater safety, save time, and do the job as well or better than conventional barbells. Studies showing strength increase involving barbell weight training, or isotonic training, as well as those involving isometric training have been quite popular. Yet despite the many studies there appears to be a lack of information on the comparison of a barbell weight training program and a weight training program which utilizes a conditioning machine such as the universal gym. Due to the lack of information on comparing the barbell weight training program and the conditioning machine weight training program the author believes this study will be of value as a source of information pertaining to the comparison of the similar yet different weight lifting programs

    Home Juice Co. v. Orange Maison Ltee

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    S.C. Johnson & Son v. Marketing International Ltd.

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    Quantifying mixed-state quantum entanglement by optimal entanglement witness

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    We develop an approach of quantifying entanglement in mixed quantum states by the optimal entanglement witness operator. We identify the convex set of mixed states for which a single witness provides the exact value of an entanglement measure, and show that the convexity, properties, and symmetries of entanglement or of a target state considerably fix the form of the optimal witness. This greatly reduces difficulty in computing and experimentally determining entanglement measures. As an example, we show how to experimentally quantify bound entanglement in four-qubit noisy Smolin states and three-qubit Greenberger-Horne-Zeilinger (GHZ) entanglement under white noise. For general measures and states, we provide a numerical method to efficiently optimize witness.Comment: Supplemental material is include

    Recursive relations for a quiver gauge theory

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    We study the recursive relations for a quiver gauge theory with the gauge group SU(N1)×SU(N2)SU(N_1)\times SU(N_2) with bifundamental fermions transforming as (N1,N2ˉ)(N_1,\bar{N_2}). We work out the recursive relation for the amplitudes involving a pair of quark and antiquark and gluons of each gauge group. We realize directly in the recursive relations the invariance under the order preserving permutations of the gluons of the first and the second gauge group. We check the proposed relations for MHV, 6-point and 7-point amplitudes and find the agreements with the known results and the known relations with the single gauge group amplitudes. The proposed recursive relation is much more efficient in calculating the amplitudes than using the known relations with the amplitudes of the single gauge group.Comment: 33 pages and 2 figures, minor correction
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