Data transfer minimization for financial derivative pricing using Monte Carlo simulation with GPU in 5G

M Qiu, D Cao, H Su, K Gai - International Journal of …, 2016 - Wiley Online Library
Mobile devices with an enhanced capability are desired to achieve more efficient and
energy‐aware wireless communications in the future 5G networks. However, the …

A generalized antithetic variates Monte-Carlo simulation method for pricing of Asian option in a Markov regime-switching model

I Noorani, F Mehrdoust, A Nasroallah - Mathematics and Computers in …, 2021 - Elsevier
In this paper, we introduce a regime-switching model, such that the volatility of the model
depends on the asset price. In this model, the interest rate and the volatility are associated …

A Comparative Predicting Stock Prices using Heston and Geometric Brownian Motion Models

HT Shehzad, MA Anwar, M Razzaq - arXiv preprint arXiv:2302.07796, 2023 - arxiv.org
This paper presents a novel approach to predicting stock prices using technical analysis. By
utilizing Ito's lemma and Euler-Maruyama methods, the researchers develop Heston and …

Pricing arithmetic Asian option under a two-factor stochastic volatility model with jumps

F Mehrdoust, N Saber - Journal of Statistical Computation and …, 2015 - Taylor & Francis
This paper presents an efficient Monte Carlo simulation scheme based on the variance
reduction methods to evaluate arithmetic average Asian options in the context of the double …

Efficient Monte Carlo option pricing under CEV model

F Mehrdoust, S Babaei, S Fallah - Communications in Statistics …, 2017 - Taylor & Francis
One of the financial model with nonconstant volatiltiy is the constant elasticity of varinace
model, or CEV model for short. The CEV model is an altrnative to the Black–Scholes model …

Pricing of Arithmetic Average Asian Option by Combining Variance Reduction and Quasi-Monte Carlo Method

L Xu, H Zhang, FL Wang - Mathematics, 2023 - mdpi.com
Financial derivatives have developed rapidly over the past few decades due to their risk-
averse nature, with options being the preferred financial derivatives due to their flexible …

An efficient algorithm for pricing reinsurance contract under the regime-switching model

M Abbaspour, KF Vajargah, P Azhdari - Mathematics and Computers in …, 2023 - Elsevier
This paper suggests a new and efficient variance reduction technique based on the Monte-
Carlo simulation method for pricing the reinsurance contract in a regime-switching …

Super-fast computation for the three-asset equity-linked securities using the finite difference method

C Lee, J Lyu, E Park, W Lee, S Kim, D Jeong, J Kim - Mathematics, 2020 - mdpi.com
In this article, we propose a super-fast computational algorithm for three-asset equity-linked
securities (ELS) using the finite difference method (FDM). ELS is a very popular investment …

Digital barrier options pricing: an improved Monte Carlo algorithm

K Nouri, B Abbasi, F Omidi, L Torkzadeh - Mathematical Sciences, 2016 - Springer
A new Monte Carlo method is presented to compute the prices of digital barrier options on
stocks. The main idea of the new approach is to use an exceedance probability and …

[PDF][PDF] Variance analysis of control variate technique and applications in Asian option pricing

BF Vajargah, A Salimipour, S Salahshour - International Journal of Industrial …, 2016 - sid.ir
This paper presents an analytical view of variance reduction by control variate technique for
pricing arithmetic Asian options as a financial derivatives. In this paper, the effect of …