Calibration of a device location measurement system that utilizes wireless signal strengths
First Claim
1. A computer implemented method of calibrating a system used to determine new location(s) depending on observed signal properties, comprising the following computer executable acts:
- measuring signal phases, autocorrelations and spectrums related to identified locations; and
generating a regression function based at least in part upon the signal phases, autocorrelations and spectrums, the function estimating new location(s) as a function of observed signal phases, autocorrelations and spectrums, wherein the regression function is an isotropic Gaussian kernel function, and wherein a vector comprising multiple vectors of signal phases, autocorrelations and spectrums appended together, is input to the isotropic Gaussian kernel function.
2 Assignments
0 Petitions
Accused Products
Abstract
An architecture for minimizing calibration effort in an IEEE 802.11 device location measurement system. The calibration technique is based upon a regression function that produces adequately accurate location information as a function of signal strength regardless of gaps in the calibration data or minimally available data. The algorithm takes a set of signal strengths from known room locations in a building and generates a function giving (x,y) as a function of signal strength, which function may then be used for the estimation of new locations. Radial basis functions, which are simple to express and compute, are used for regression. The fact that the algorithm maps signal strength to continuous location makes it possible to skip rooms during calibration, yet still evaluate the location in those rooms.
66 Citations
15 Claims
-
1. A computer implemented method of calibrating a system used to determine new location(s) depending on observed signal properties, comprising the following computer executable acts:
-
measuring signal phases, autocorrelations and spectrums related to identified locations; and generating a regression function based at least in part upon the signal phases, autocorrelations and spectrums, the function estimating new location(s) as a function of observed signal phases, autocorrelations and spectrums, wherein the regression function is an isotropic Gaussian kernel function, and wherein a vector comprising multiple vectors of signal phases, autocorrelations and spectrums appended together, is input to the isotropic Gaussian kernel function. - View Dependent Claims (2, 3, 4)
-
-
5. A computer implemented method of calibrating a wireless device location measurement system, comprising the following computer executable acts:
-
accessing at least one wireless transmitting device; logging signal phases, autocorrelations and spectrums data for each of wireless transmitting device; and generating a regression function based upon the signal phases, autocorrelations and spectrums data, the regression function utilized to estimate new location(s), wherein the regression function is an isotropic Gaussian kernel function, and wherein a vector comprising multiple vectors of signal phases, autocorrelations and spectrums appended together, is input to the isotropic Gaussian kernel function. - View Dependent Claims (6)
-
-
7. A location system that uses observed signal properties to determine new location(s), comprising a computer processor for executing the following software components, the system is recorded on a computer-readable medium and capable of execution by a computer, comprising:
-
a measuring component for measuring signal phases, autocorrelations and spectrums related to identified locations; and a regression component for generating a regression function based at least in part upon the signal phases, autocorrelations and spectrums, the function estimating new location(s) based upon observed signal phase, autocorrelation and spectrum data, wherein the regression function is an isotropic Gaussian kernel function, and wherein a vector comprising multiple vectors of signal phase, autocorrelation and spectrum data is appended together, and input to the isotropic Gaussian kernel function. - View Dependent Claims (8, 9, 10, 11, 12, 13, 14, 15)
-
Specification