Solving Integer Ambiguity Based on an Improved Ant Lion Algorithm
Wuzheng Guo, Yuanfa Ji, Xiyan Sun, Xizi Jia

TL;DR
This paper introduces an improved ant lion optimization algorithm for solving GNSS integer ambiguity problems, showing faster and more reliable results than existing methods.
Contribution
The novel contribution is the development of the SAALO algorithm, which improves solving speed and success rate for high-dimensional GNSS ambiguity resolution.
Findings
SAALO achieved a solution success rate faster than LAMBDA and MLAMBDA algorithms by 0.0496 s and 0.01 s respectively.
SAALO demonstrated over 98% success rate in resolving 6- and 12-dimensional ambiguities.
In real-world GPS scenarios, SAALO had a 5.2% higher success rate than LAMBDA at a 42.7 km baseline.
Abstract
In GNSS, a double-difference carrier phase observation model is typically employed, and high-accuracy position coordinates can be obtained by resolving the integer ambiguity within the model through algorithmic processing. To address the challenge of a double-difference integer ambiguity resolution, an enhanced Simulated Annealing Ant Lion Optimizer (SAALO) is proposed. This algorithm is designed to efficiently resolve integer ambiguities. First, the performance of the SAALO algorithm was evaluated by comparing its solving speed and success rate with those of the Ant Lion Optimization Algorithm (ALO), the LAMBDA algorithm and the MLAMBDA algorithm. The results demonstrate that the SAALO algorithm achieved a solution success rate that was 0.0496 s and 0.01 s faster than the LAMBDA and M-LAMBDA algorithms, respectively. Second, to further validate the high-dimensional ambiguity resolution…
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Taxonomy
TopicsGNSS positioning and interference · Geophysics and Gravity Measurements · Inertial Sensor and Navigation
