Research Areas 1/29 Mathematical modeling in nanotechnology Works - - PowerPoint PPT Presentation

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Research Areas 1/29 Mathematical modeling in nanotechnology Works - - PowerPoint PPT Presentation

Feb 17, 2023 340 likes •650 views

Research Areas 1/29 Mathematical modeling in nanotechnology Works focused on the energy and force distribution between both organic and inorganic molecules To understand the energy Assoc. Prof. Duangkamon behaviors at a molecular

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Research Areas

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Mathematical modeling in nanotechnology

  • Assoc. Prof. Duangkamon

Baowan

  • Works focused on the

energy and force distribution between both

  • rganic and inorganic

molecules

  • To understand the energy

behaviors at a molecular level

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Mathematical modeling of interaction energies between nanoscale objects

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Mathematical modeling and simulation in medical science and agriculture

  • Assoc. Prof. Chontita

Ratanakul

  • Signal transduction

process

  • Biological controls of

insect pests of Thailand’s economic crops

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Signal transduction process 1

  • Signal transduction process in living cells and osteoporosis
  • Theoretical and numerical approaches
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Signal transduction process 2

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Biological controls of insect pests 1

  • Biological controls of insect pests of Thailand’s economic

crops

  • System of difference, differential equations, Cellular

Automata model and Monte Carlo simulation

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Biological controls of insect pests 2

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Biological controls of insect pests 3

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Mathematical modeling of infectious diseases

  • Asst. Prof. Farida

Chamchod

  • Dynamics of malaria,

antibiotic-resistant bacteria, influenza, and livestock diseases

  • Vaccination, host

movements, seasonality, and population dynamics

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A modeling approach to investigate epizootic

  • utbreaks and enzootic maintenance of rift valley fever

virus

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Mathematical models in biology

  • Asst. Prof. Kornkanok

Bunwong

  • Ecology, Environment and

Evolution

  • Dynamical systems
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A bifurcation path to chaos in a time-delay fisheries predator–prey model with prey consumption by immature and mature predators

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Mathematical modeling of complex systems

  • Asst. Prof. Pairote

Satiracoo

  • Develop mathematical

models in glucose absorption process.

  • Qualitative analyses of

nonlinear systems are main tools.

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Computational Mathematics

  • Asst. Prof. Somkid

Amornsamankul

  • Blood Flow Simulation
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Computational fluid dynamics

  • Asst. Prof. Wannika

Sawangthong

  • Dr. Nathnarong

Khajohnsaksumeth

  • Numerical simulation of three-dimension fluid flow in

cemented hip replacement

  • Numerical simulation of three-dimension fluid flow in

coronary artery

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Numerical simulation for efficient static mixers with different geometries

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High performance computing

  • Asst. Prof. Pallop

Huabsomboon

  • Firespread model
  • Thrombus formation

process at medical devices in blood flows

  • Efficient numerical

techniques for solving integral equations

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Oil spill prediction

  • Dr. Kittisak Chanyatrakom
  • WAM model

98E 100E 102E 104E 5N 7N 9N 11N Longitude Latitude At the incidents of oil slicks

Benchamas Pathong Bongkot South

98E 100E 102E 104E 5N 7N 9N 11N Longitude Latitude 4-6 hours later 98E 100E 102E 104E 5N 7N 9N 11N Longitude Latitude 4-10 hours later

The simulation of the movement of three oil slicks from the difgerent drilling rigs on 4 January 2019, the storm cyclone (Pabuk) day.

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Coding theory

  • Asst. Prof. Wittawat

Kositwattanarerk

  • The study of how

information can be transmitted efficiently and reliably

  • Low-density parity- check

(LDPC) codes

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Applied functional analysis in modeling in Physics, distribution theory

  • Dr. Somsak

Orankitjaroen

  • Mathematical modeling of fiber reinforced structures by

homogenization

  • Mathematical modeling of a thin plate by reduction of

dimension process

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Operations Research

  • Dr. Rawee

Suwandechochai

  • Dr. Wasakorn

Laesanklang

  • Dr. Wasin

Padungwech

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Route optimization for large-scale real-world problems

  • vehicle routing optimization with multiple constraints
  • exact methods and heuristic methods
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Efficient algorithms for computationally expensive black-box optimization problems

  • Dr. Tipaluck Krityakierne
  • response surface models
  • Gaussian Process (GP)

models for large-scale problems

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Graph Theory

  • Dr. Chanun

Lewchalermvong

  • Graph theory to problems

in traffic control

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Rings and modules

  • Dr. Nguyen Van Sanh
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Approximation theory, potential theory

  • Asst. Prof. Nattapong

Bosuwan

  • Polynomial and Rational

Interpolation and Approximation

  • Padé Approximants
  • Orthogonal Polynomials
  • Minimal Energy and Riesz

Polarization Problems

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Differential geometry, computational mathematics, group theory and theory of formal languages

  • Dr. Dmitry Berdinsky
  • Surface theory in

Thurston geometries

  • Isogeometric analysis
  • Cayley automatic groups