17 research outputs found

    Financial Time Series Forecasting using Agent Based Models in Equity and FX Markets

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    We investigate the application of machine learning Agent Based Modelling (ABM) techniques to model and forecast various ļ¬nancial markets including Foreign Exchange and Equities, especially models that could reproduce the time-series properties of the ļ¬nancial variables. We model the economy by considering non-equilibrium economics. We adopt the features that are required for modelling non-equilibrium economics using ABMs and replicate the non-equilibrium nature of the ļ¬nancial markets by considering a set of bounded rational heterogeneous agents, with different strategies that are ranked according to their performance in the market. We consider markets where there are different agents interacting among themselves and forming some sort of patterns. For example, the patterns are equity prices or exchange rates. While the agents have been interacting in the artiļ¬cial market, the generated patterns (price dynamics) they co-produce would match with the real ļ¬nancial time-series. In order to get the best ļ¬t to the real market, we need to search for the best set of artiļ¬cial heterogeneous agents that represents the underlying market. Evolutionary computing techniques are used in order to search for a suitable set of agent conļ¬guration in the market. We verify the forecasting performance of the artiļ¬cial markets by comparing that with the real ļ¬nancial market by conducting out-of-sample tests

    A Simultaneous Deterministic Perturbation Actor-Critic Algorithm with an Application to Optimal Mortgage Reļ¬nancing

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    Wedevelopasimulation-based,two-timescale actorcritic algorithm for inļ¬nite horizon Markov decision processes with ļ¬nite state and action spaces, with a discounted reward criterion. The algorithm is of the gradient ascent type and performs a search in the space of stationary randomized policies. The algorithm uses certain simultaneous deterministic perturbation stochastic approximation (SDPSA) gradient estimates for enhanced performance. We show an application of our algorithm on a problem of mortgage reļ¬nancing. Our algorithm obtains the optimal reļ¬nancing strategies in a computationally efļ¬cient manner

    On the laplace transforms of the first hitting times for drawdowns and drawups of diffusion-type processes

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    We obtain closed-form expressions for the value of the joint Laplace transform of the running maximum and minimum of a diffusion-type process stopped at the first time at which the associated drawdown or drawup process hits a constant level before an independent exponential random time. It is assumed that the coefficients of the diffusion-type process are regular functions of the current values of its running maximum and minimum. The proof is based on the solution to the equivalent inhomogeneous ordinary differential boundary-value problem and the application of the normal-reflection conditions for the value function at the edges of the state space of the resulting three-dimensional Markov process. The result is related to the computation of probability characteristics of the take-profit and stop-loss values of a market trader during a given time period

    International trade network and stock market connectedness: Evidence from eleven major economies

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    Depth of cross-country international trade engagement is an important source of (the strength of) stock-market connectedness, depicting how directional attributes of trade determine the magnitude of spillover of stock returns across economies. We premise and test this hypothesis for a group of eleven major economies during 2000 m1-2021 m6 using both system-wide and directional evidence. We exploit the inputā€“output network of Bilgin and Yilmaz (2018) to construct a trade-network, and use Diebold and Yilmaz, 2009, Diebold and Yilmaz, 2012, Diebold and Yilmaz, 2014 Connectedness Index to proxy for stock-market connectedness among economies. We reveal Chinaā€™s instrumental role in the trade-network and its rising influence in stock markets dominated by the US. Motivated by the fact that shocks on an economyā€™s imports and exports may lead to different magnitude of stock market spillover to its trade partner, we further carry out a pairwise directional level investigation. Once the directional dimensions of both the trade flows and the stock market influences are considered, we find that an economyā€™s stock return spillover to its trade partner is generated from its position as an importer and exporter. More importantly, being an importer is found to be a stronger source of such spillover than being an exporter

    TSFDC: A Trading strategy based on forecasting directional change

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    Directional Change (DC) is a technique to summarize price movements in a financial market. According to the DC concept, data is sampled only when the magnitude of price change is significant according to the investor. In this paper, we develop a contrarian trading strategy named TSFDC. TSFDC is based on a forecasting model which aims to predict the change of the direction of marketā€™s trend under the DC context. We examine the profitability, risk and risk-adjusted return of TSFDC in the FX market using eight currency pairs. We argue that TSFDC outperforms another DC-based trading strategy

    Backlash algorithm: A trading strategy based on directional change

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    Directional Change (DC) is a new way to summarize price movements in a financial market. Unlike time series, it samples data at irregular time intervals. According to the DC concept, the data is sampled only when the magnitude of price changes is significant according to the investor. In this paper, we propose a contrarian trading strategy which is based on the DC concept. We test our trading strategy using two currency pairs; namely EUR/CHF and EUR/USD. The results show that our proposed trading strategy is consistently profitable; it produce a profit of up to 145% within seven months; whereas the buy-and-hold approach incurred a loss of ā€“14% during the same trading period

    Multichannel contagion and systemic stabilisation strategies in interconnected financial markets

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    To date, existing studies that use multilayer networks, in their multiplex form, to analyse the structure of financial systems, have (i) considered the structure as a non-interconnected multiplex network, (ii) no mechanism of multichannel contagion has been modelled and empirically evaluated and (iii) no multichannel stabilisation strategies for pre-emptive contagion containment have been designed. This paper formulates an interconnected multiplex structure, and a contagion mechanism among financial institutions due to bilateral exposures arising from institutionsā€™ activity within different interconnected markets that compose the overall financial market. We design minimum-cost stabilisation strategies that act simultaneously on different markets and their interconnections, in order to effectively contain potential contagion progressing through the overall structure. The empirical simulations confirm their capability for containing contagion. The potential for multichannel contagion through the multiplex contributes more to systemic fragility than single-channel contagion, however, multichannel stabilisation also contributes more to systemic resilience than single-channel stabilisation
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