Pricing warrant by using binomial model: comparison between historical and implied volatility / Khairu Azlan Abd Aziz … [et al.] by Abd Aziz, Khairu Azlan, Mohd Idris, Mohd Fazril Izhar, Wan Daud, Wan Suhana, Mazlan, Muhammad Nasruddeen

Subjects: “…Functional equations. Delay differential equations. Integral equations…”
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Mathematical model for predicting the performance of photovoltaic system with delayed solar irradiance by Siti Nurashiken, Md Sabudin

“…A novel model for solar irradiance in the form of a delay differential equation is introduced by including the factor of delayed solar irradiance, hour angle and the sun's motion. …”
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Mathematical model for predicting the performance of photovoltaic system with delayed solar irradiance by Siti Nurashiken, Md Sabudin, Norazaliza, Mohd Jamil

“…A novel model for solar irradiance in the form of a delay differential equation is introduced by including the factor of delayed solar irradiance, hour angle and the sun's motion. …”
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Two and three point one-step block methods for solving delay differential Eequations (Kaedah blok satu langkah dua dan tiga titik bagi penyelesaian persamaan pembezaan Lengah) by Hazwani Mohd Radzi, Zanariah Abdul Majid, Fudziah Ismail, Mohamed Suleiman

“…In this paper, initial value problems of first order delay differential equations (DDEs) are solved using two and three point one step block method. …”

Time Delay and Noise Explaining the Behaviour of the Cell Growth in Fermentation Process by Ayoubi, Tawfiqullah, Norhayati, Rosli, Arifah, Bahar, Madihah, Md Salleh

“…Time delay and noise are modelled jointly via stochastic delay differential equations (SDDEs). The typical behaviour of cell concentration in batch fermentation process under this model is investigated. …”
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Modelling the cancer growth process by stochastic delay diffferential equations under verhults and gompertz's law by Mazma Syahidatul Ayuni, Mazlan, Norhayati, Rosli, Nina Suhaity, Azmi

“…The growth process under two different laws which are Verhults and Gompertz’s law are considered, thus leading to stochastic delay differential equations (SDDEs) of logistic and Gompertzian, respectively. …”
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Integrated chatter avoidance and minimum quantity lubrication conditions for chatter vibration problem in the machining process by Wan Azlan, Wan Mohd Nowalid, A. R., Yusoff

“…The corresponding quasiperiodic solutions of the governing time-periodic delay-differential equations are also identified with some milling experiments in the case of highly intermittent cutting.The predicted stability lobes are compared with the micro-milling force signals transformed into the frequency domain. …”
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Wavelets operational methods for fractional differential equations and systems of fractional differential equations by Isah, Abdulnasir

“…A new operational matrix of fractional order derivative and integration based on this polynomial was also developed and used together with collocation method to solve FDEs, systems of FDEs and fractional order delay differential equations. Error bound for some of the considered problems is also shown and proved. …”
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Stochastic modelling of time delay for solvent production by Clostridium Acetobutylicum P262 by Tawfiqullah, Ayoubi

“…Such phenomenon can be modelled via stochastic delay differential equations (SDDEs). Batch fermentation process is one of the systems which subject to the presence of uncontrolled fluctuation and delayed feedback. …”
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Stochastic model of cancer growth with the effect of glycosaminoglycans (GAGs) as anticancer therapeutics by Mazma Syahidatul Ayuni, Mazlan

“…It is necessary to model the untreated cancer growth process via stochastic delay differential equations (SDDEs). Nowadays, cancers are traditionally treated with surgery, chemotherapy, and radiotherapy. …”
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