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1.1 - Introduction
Combio MOOC
265 подписчиков
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33 видео с канала:
Combio MOOC
1.1 - Introduction
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1.2 - Hypothesis-driven vs. data-driven modelling
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1.3 - Modeling using proportionality and geometric similarity
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2.1 - Modeling with difference equations
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2.2 - Linear dynamical systems: analytic solutions
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2.3 - Equilibrium points of dynamical systems
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2.4 - Modeling change with systems of difference equations
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3.1 - Data-driven modeling. Visual model fitting
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3.2 - Analytic model fitting
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3.3 - Empirical model building
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3.4 - Interpolation with high-order polynomials. Divided differences
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4.1 - Linear programming: introduction
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4.2 - Linear programming: geometric solutions
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4.3 - Linear programming: algebraic solutions
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5.1 - Modeling with differential equations
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5.2 - Graphical solutions of ODEs. Equilibrium points
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5.3 - Modeling with systems of ODEs
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5.4 - Predator-prey model. Economic aspects of an arms race
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6.1 - Continuous optimization
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6.2 - Model optimization with constraints
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7.1 - Probabilistic modeling
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7.2 - Discrete-time Markov chains
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8.1 - Continuous-time Markov chains
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8.2 - Chemical Master Equation
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8.3 - Stochastic simulations with Gillespie’s algorithm
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8.4 - Modelling with ODEs vs. modelling with CTMCs
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9.1 - Mass-action modelling
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9.2 - Modelling enzyme kinetics
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9.3.1 - Stoichiometry
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9.3.2 - Mass-conservation
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9.3.3 - Steady states
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9.3.4 - Elementary fluxes
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9.4 - Sensitivity analysis
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Канал: Combio MOOC
1.1 - Introduction
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1.2 - Hypothesis-driven vs. data-driven modelling
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1.3 - Modeling using proportionality and geometric similarity
Скачать
2.1 - Modeling with difference equations
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2.2 - Linear dynamical systems: analytic solutions
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2.3 - Equilibrium points of dynamical systems
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2.4 - Modeling change with systems of difference equations
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3.1 - Data-driven modeling. Visual model fitting
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3.2 - Analytic model fitting
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3.3 - Empirical model building
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3.4 - Interpolation with high-order polynomials. Divided differences
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4.1 - Linear programming: introduction
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4.2 - Linear programming: geometric solutions
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4.3 - Linear programming: algebraic solutions
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5.1 - Modeling with differential equations
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5.2 - Graphical solutions of ODEs. Equilibrium points
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5.3 - Modeling with systems of ODEs
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5.4 - Predator-prey model. Economic aspects of an arms race
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6.1 - Continuous optimization
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6.2 - Model optimization with constraints
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7.1 - Probabilistic modeling
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7.2 - Discrete-time Markov chains
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8.1 - Continuous-time Markov chains
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8.2 - Chemical Master Equation
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8.3 - Stochastic simulations with Gillespie’s algorithm
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8.4 - Modelling with ODEs vs. modelling with CTMCs
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9.1 - Mass-action modelling
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9.2 - Modelling enzyme kinetics
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9.3.1 - Stoichiometry
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9.3.2 - Mass-conservation
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9.3.3 - Steady states
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9.3.4 - Elementary fluxes
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9.4 - Sensitivity analysis
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