341 research outputs found

    The Influence of the Hebrew Infinitive on English Biblical Translations

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    Article人文科学論集 17: 115-127 (1983)departmental bulletin pape

    The Influence of Hebrew Pronominal Usages on the English Bible

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    Article人文科学論集 18: 39-60 (1984)departmental bulletin pape

    Pneumatic direct-drive stepping motor for robots

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    A new type of pneumatic stepping motor, named pneumatic nutation motor, was developed. This motor achieves stepping positioning of 720 steps/rotation without any electrical devices or sensors mounted on the servo mechanisms. This makes the motor possible to be used under hazardous conditions such as in water and in strong magnetic fields where conventional electromagnetic motors cannot be used. The motor torque is so big that the motor can be used as a direct motor. In this report, the driving principle and design of this motor are presented. Its characteristics are analyzed experimentally and theoretically. The motors were applied to a parallel linkage mechanism with six degrees of freedom. The mechanism shows that the pneumatic nutation motors can be used as a direct servo motor for robot mechanisms.</p

    Deep Ridgelet Transform: Voice with Koopman Operator Proves Universality of Formal Deep Networks

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    We identify hidden layers inside a deep neural network (DNN) with group actions on the data domain, and formulate a formal deep network as a dual voice transform with respect to the Koopman operator, a linear representation of the group action. Based on the group theoretic arguments, particularly by using Schur's lemma, we show a simple proof of the universality of DNNs.Comment: NeurReps 202

    Koopman spectral analysis of skew-product dynamics on Hilbert CC^*-modules

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    We introduce a linear operator on a Hilbert CC^*-module for analyzing skew-product dynamical systems. The operator is defined by composition and multiplication. We show that it admits a decomposition in the Hilbert CC^*-module, called eigenoperator decomposition, that generalizes the concept of the eigenvalue decomposition. This decomposition reconstructs the Koopman operator of the system in a manner that represents the continuous spectrum through eigenoperators. In addition, it is related to the notions of cocycle and Oseledets subspaces and it is useful for characterizing coherent structures under skew-product dynamics. We present numerical applications to simple systems on two-dimensional domains
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