Towards Tax Evasion Detection Using Improved Particle Swarm Optimization Algorithm

Abstract

This paper employs machine learning algorithms to detect tax evasion and analyzes tax data. With the development of commercial businesses, traditional algorithms are not appropriate for solving the tax evasion detection problem. Hence, other algorithms with acceptable speed, precision, analysis, and data decisions must be used. In the case of assets and tax assessment, the integration of machine learning models with meta-heuristic algorithms increases accuracy due to optimal parameters. In this paper, intelligent machine learning algorithms are used to solve tax evasion detection. This research uses an improved particle swarm optimization (IPSO) algorithm to improve the multilayer perceptron neural network by finding the optimal weight and improving support vector machine (SVM) classifiers with optimal parameters. The IPSO-MLP and IPSO-SVM models using the IPSO algorithm are used as new models for tax evasion detection. Our proposed system applies the dataset collected from the general administration of tax affairs of West Azerbaijan province of Iran with 1500 samples for the tax evasion detection problem. The evaluations show that the IPSO-MLP model has a higher accuracy rate than the IPSO-SVM model and logistic regression. Moreover, the IPSO-MLP model has higher accuracy than SVM, Naive Bayes, k-nearest neighbor, C5.0 decision tree, and AdaBoost. The accuracy of IPSO-MLP and IPSO-SVM models is 93.68% and 92.24%, respectively.

Hysteresis modeling and compensation of piezo actuator with sparse regression

“…SINDy's algorithm relies on data-driven models to provide a model framework for research based on sparse regression optimization to identify and avoid overfitting while simplifying the model [24]. Typically, modeling involves ordinary or partial differential equations [25]. Unlike existing data-driven approaches that require model architecture, system parameters and model architecture can be derived from inputs and outputs alone, which makes SINDy a solution for highly nonlinear dynamic systems.…”