Pages that link to "Item:Q455737"
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The following pages link to Multistationarity in mass action networks with applications to ERK activation (Q455737):
Displaying 20 items.
- Chemical reaction systems with toric steady states (Q417378) (← links)
- Translated chemical reaction networks (Q458720) (← links)
- \(n\)-site phosphorylation systems with \(2n-1\) steady states (Q467732) (← links)
- Detecting binomiality (Q745070) (← links)
- Some consequences of thermodynamic feasibility for chemical reaction networks. Considering thermodynamic feasibility in current CRN research (Q830885) (← links)
- Chemical reaction network approaches to biochemical systems theory (Q900732) (← links)
- Multistationarity is neither necessary nor sufficient to oscillations (Q1580255) (← links)
- Routes to multiple equilibria for mass-action kinetic systems (Q1723077) (← links)
- Multistationarity in the space of total concentrations for systems that admit a monomial parametrization (Q2008268) (← links)
- Gain and loss of function mutations in biological chemical reaction networks: a mathematical model with application to colorectal cancer cells (Q2030258) (← links)
- The kinetic space of multistationarity in dual phosphorylation (Q2134118) (← links)
- Graph-theoretic analysis of multistationarity using degree theory (Q2228987) (← links)
- MAPK's networks and their capacity for multistationarity due to toric steady states (Q2344608) (← links)
- Multistationarity in sequential distributed multisite phosphorylation networks (Q2440865) (← links)
- Multistationarity in the activation of a MAPK: parametrizing the relevant region in parameter space (Q2476838) (← links)
- Some results on injectivity and multistationarity in chemical reaction networks (Q2808177) (← links)
- Introduction to the Geometric Theory of ODEs with Applications to Chemical Processes (Q5256760) (← links)
- Stoichiometric and Constraint-Based Analysis of Biochemical Reaction Networks (Q5256764) (← links)
- Sign conditions for injectivity of generalized polynomial maps with applications to chemical reaction networks and real algebraic geometry (Q5963080) (← links)
- In distributive phosphorylation catalytic constants enable non-trivial dynamics (Q6584146) (← links)
