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Geometric metaplectic parameters [PDF]

open access: yes, 2021
The objective of this work is to understand metaplectic parameters of the geometric Langlands program. In the usual Langlands program, metaplectic parameters are given by Brylinski--Deligne data, i.e., central extensions of the reductive group $G$ by the second algebraic K-theory group $\mathbf K_2$.
Zhao, Yifei
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Geometrical Parameter Optimization

2021
The previous chapter described the development of a system model which uses measured acceleration data to simulate the motion of the magnet stack within an inductive EH device. From the magnet motion relative to the coils, the induced voltage across an ohmic load is determined and subsequently the average power output is calculated.
Klevis Ylli, Yiannos Manoli
openaire   +1 more source

Geometric parameters of moiré fringes

Applied Optics, 1976
The incoherent illumination moiré phenomenon between a periodic and a quasiperiodic structure is examined by the use of the spatial frequency analysis of the resultant transmittance. This approach has an advantage in that it completely explains all the fringe parameters without considering the averaging effect of the detecting system.
S, Yokozeki, Y, Kusaka, K, Patorski
openaire   +2 more sources

Geometric computations in parameter space

Proceedings of the 21st Spring Conference on Computer Graphics, 2005
We review a family of related techniques for geometric computations in the parameter space of freeform curves and surfaces. Geometric constraint equations for freeform curves and surfaces have low degrees (often linear or quadratic) in x,y,z and considerably higher degrees in the curve or surface parameters.
Myung-Soo Kim   +2 more
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The MLE of Geometric Parameter for a Geometric Process

Communications in Statistics - Theory and Methods, 2006
In this article, we provide the MLE of the ratio parameter of a geometric process and discuss its consistency and asymptotic normality.
Aijun Yang, Hui Yu, Zhenhai Yang
openaire   +1 more source

Identification of geometric and nongeometric parameters of robots

Proceedings., IEEE International Conference on Robotics and Automation, 2002
A general calibration model is developed to represent both geometric and nongeometric errors in manipulator structure including rotary and/or prismatic joints. The aim of this model is to obtain the accuracy limit of the robot, often defined as repeatability.
Jean-Luc Caenen, Jean-Claude Angué
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Geometric Parameters of Pipettes and Membrane Patches

1983
The object of the patch current measurement is a small membrane patch and a pipette tip of comparable dimensions. Both are at the limit of resolution of the optical microscope. Only rarely is it possible to “see” the membrane patch during the experiment, and even then quantitative evaluation of its size is impossible or difficult.
Sakmann, B.   +1 more
openaire   +5 more sources

Identification and calibration of the geometric parameters of robots

1990
This paper presents a general method to identify the geometric parameters of serial robots. The robot location and the tool location parameters are taken into account. Experimental results are applied on a six degree of freedom robot of cylindrical type.
W. Khalid, J. L. Caenen, Ch. Enguehard
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On the parameters of algebraic geometric codes

1991
We use Weierstrass gaps of points (places) to improve the lower bounds on the minimum distance and covering radius of Goppa codes and Reed-Solomon (RS) codes from function fields over finite fields. As a consequence, we show the existence of many optimal and sub-optimal codes from algebraic geometry. We give necessary conditions for equality to hold in
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