Low Complexity Algorithmic Trading by Feedforward Neural Networks

被引:0
作者
J. Levendovszky
I. Reguly
A. Olah
A. Ceffer
机构
[1] Budapest University of Technology,Department of Networked Systems and Services
[2] Pázmány Péter Catholic University,Faculty of Information Technology and Bionics
来源
Computational Economics | 2019年 / 54卷
关键词
Neural networks; Non-linear regression; Estimation; Algorithmic trading; G1 – General Financial Markets; G12 – Asset Pricing;
D O I
暂无
中图分类号
学科分类号
摘要
In this paper, novel neural based algorithms are developed for electronic trading on financial time series. The proposed method is estimation based and trading actions are carried out after estimating the forward conditional probability distribution. The main idea is to introduce special encoding schemes on the observed prices in order to obtain an efficient estimation of the forward conditional probability distribution performed by a feedforward neural network. Based on these estimations, a trading signal is launched if the probability of price change becomes significant which is measured by a quadratic criterion. The performance analysis of our method tested on historical time series (NASDAQ/NYSE stocks) has demonstrated that the algorithm is profitable. As far as high frequency trading is concerned, the algorithm lends itself to GPU implementation, which can considerably increase its performance when time frames become shorter and the computational time tends to be the critical aspect of the algorithm.
引用
收藏
页码:267 / 279
页数:12
相关论文
共 13 条
[1]  
Anagnostopoulos KP(2011)The mean-variance cardinality constrained portfolio optimization problem: An experimental evaluation of five multiobjective evolutionary algorithms Expert Systems with Applications 38 14208-14217
[2]  
Mamanis G(2008)Model selection through sparse maximum likelihood estimation Journal of Machine Learning Research 9 485-516
[3]  
Banerjee O(2011)Identifying small mean-reverting portfolios Quantitative Finance 11 351-364
[4]  
El Ghaoui L(2008)First-order methods for sparce covariance selection SIAM Journal on Matrix Analysis and its Applications 30 56-66
[5]  
d’Aspremont A(1989)On the approximate realization of continuous mappings by neural networks Neural Networks 2 183-192
[6]  
D’Aspremont A(1989)Multilayer feedforward networks are universal approximators Neural Networks 2 359-366
[7]  
D’Aspremont A(undefined)undefined undefined undefined undefined-undefined
[8]  
Banerjee O(undefined)undefined undefined undefined undefined-undefined
[9]  
El Ghaoui L(undefined)undefined undefined undefined undefined-undefined
[10]  
Funahashi KI(undefined)undefined undefined undefined undefined-undefined