Results 41 to 50 of about 1,575 (164)
We discuss rapid decay functions on odometer Cantor spaces and their noncommutative geometry applications.
Klimek, Slawomir, McBride, Matt
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Research on the Integrated Navigation Technology of SINS with Couple Odometers for Land Vehicles
Autonomous and accurate acquisition of the position and azimuth of the vehicle is critical to the combat effectiveness of land-fighting vehicles. The integrated navigation system, consisting of a strap-down inertial navigation system (SINS) and odometer (
Jiaxin Gao, Kui Li, Jiyang Chen
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$Z^{d}$-odometers and cohomology
Cohomology for actions of free abelian groups on the Cantor set has (when endowed with an order structure) provided a complete invariance for orbit equivalence. In this paper, we study a particular class of actions of such groups called odometers (or profinite actions) and investigate their cohomology. We show that for a free, minimal $\Z^{d}$-odometer,
Giordano, Thierry +2 more
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Straightness Measurement Based on FOG-IMU and Shearer Motion Constraints for Longwall Coal Mining
Straightness measurements of fully mechanized coal faces are a core requirement for intelligent, comprehensive coal mining. In coal mining, using an inertial measurement unit (IMU) assisted by an odometer for straightness measurement is vital for ...
Ziqin Shang +6 more
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Improved LiDAR Localization Method for Mobile Robots Based on Multi-Sensing
In this paper, we propose a localization method applicable to 3D LiDAR by improving the LiDAR localization algorithm, such as AMCL (Adaptive Monte Carlo Localization).
Yanjie Liu +5 more
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Speed Consistency in the Smart Tachograph
In the transportation sector, safety risks can be significantly reduced by monitoring the behaviour of drivers and by discouraging possible misconducts that entail fatigue and can increase the possibility of accidents.
Daniele Borio +2 more
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Rotated odometers and actions on rooted trees
A rotated odometer is an infinite interval exchange transformation (IET) obtained as a composition of the von Neumann-Kakutani map and a finite IET of intervals of equal length. In this paper, we consider rotated odometers for which the finite IET is of intervals of length $2^{-N}$, for some $N \geq 1$.
Bruin, H., Lukina, O.
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Underground multi-sensor integrated navigation system
In view of problems of high cost of high-precision inertial navigation of underground vehicle and large drift of low-cost MEMS inertial sensor, an underground multi-sensor integrated navigation system was proposed, which uses bluetooth ranging ...
ZHANG Yuangang +3 more
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In order to solve problems of difficult positioning and low precision in positioning method of underground mobile robots, a positioning method of underground robot based on strapdown inertial navigation and odometer was proposed.
MA Hongwei +3 more
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Human odometer is gait-symmetry specific [PDF]
In 1709, Berkeley hypothesized of the human that distance is measurable by ‘the motion of his body, which is perceivable by touch’. To be sufficiently general and reliable, Berkeley's hypothesis must imply that distance measured by legged locomotion approximates actual distance, with the measure invariant to gait, speed and number of steps.
Michael T, Turvey +5 more
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