วิทยานิพนธ์ (Thesis) : [109] Collection home page

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Collection's Items (Sorted by Submit Date in Descending order): 61 to 80 of 109
Issue DateTitleAuthor(s)
2011Numerical methods of simulating surface phase transitions on atomistic levelCharun Pidduangkeaw
2011Application of wavelet methods to random fieldsKitipol Nualtong
2010Admissible functions and frames for the metaplectic representationKampanat Namngam
2011Option pricing model for a stochastic volatility levy process with stochastic interest rateSarisa Pinkham
2002A fouth-order compact finite difference scheme for the ruler equationsSeo Mounradok
2010Linearization of a system of two second-order ordinary differential equationsSakka Sookmee
2010Minimum initial capital and value function problems in insuranceWatcharin Klongdee
2009Numerical simulation of the fluid flow past a torus with a rotating boundaryPairin Suwannasri
2010Option pricing model for a fractional stochastic volatility with jumpsArthit Intarasit
2008Numerical computation of the flow and heat transfer over two rotating circular cylindersJakgrit Sompong
2009Fast legendre-galerkin method for the gradient stokes flow around two rigid spheresPikul Puphasuk
2008Ultrasound image enhancement by means of a variational approachWatchirawoot Seekot
2008Linearization of fourth-order ordinary differential equations by point and contact transformationsSupaporn Suksern
2007Group classification of second-order delay ofdinary differential equationsPrapart Pue-on
2008Equivalence of linear second order parabolic partial differential equations to one of the canonical formsEkkarath Thailert
2007A numerical simulation of incompressible swirling flow using finite difference methodKanyuta Poochinapan
2007Development of a deterministic spectral method for solving the nonlinear boltzmann kinetic equationChatchawan Watchararuangwit
2008Finite volume method for the prediction of incompressible flow through a bounded domain with specified pressure as boundary conditionDamrongsak Yambangwai
2008Group classification of one-dimensional equations of fluids with internal energy depending on the density and the gradient of the densityPrakrong Voraka
2008Group classification of the three-dimensional equations of fluids with internal inertiaPiyanuch siriwat
Collection's Items (Sorted by Submit Date in Descending order): 61 to 80 of 109