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Agnostic Active learning [5], A2, achieves an exponential improvement over the usual label complexity of supervised learning in the presence of arbitrary forms of noise.
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The inverse problem, the prediction of the performance of a given propeller of arbitrary form, is also treated.
This approach yields modulated-gate constructions consisting of chains of discrete pulse-segments of arbitrary form, whose modulation envelopes possess intrinsic compatibility with digital logic and clocking.
The slip between an elastic layer and a half-space caused by an anti-plane wave of arbitrary form is examined.
Microestructural fracture mechanics and numerical techniques are applied to study the fatigue limit of components with notches of arbitrary form subjected to mode I loading.
Inviscid linear theory is applied, with the blade modelled as an infinite-span flat rigid plate, and a gust of arbitrary form is considered.
Localized frictional slip and separation slip between two contacting solids caused by an incident plane elastic wave of arbitrary form was studied in reference [1].
A graphical approximate solution, an analytical solution for symmetrical tasks, and a numerical solution for tasks of arbitrary form are presented and illustrated by examples.
A first contribution of the present paper is to show that the Lie-algebraic stabilization problem arising for the class of DTSSs considered can be much less restrictive than for DTSSs of arbitrary form.
The method presented here can be used to determine the induced velocity from smooth blob functions of arbitrary form, provided that the vorticity length scale associated with the blob is much less in one direction than in orthogonal directions.
A general two-dimensional solution is obtained for a functionally graded beam subjected to normal and shear tractions of arbitrary form on the top and bottom surfaces and under various end boundary conditions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com