Pages that link to "Item:Q1935138"
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The following pages link to Computing weakly reversible linearly conjugate chemical reaction networks with minimal defi\-ciency (Q1935138):
Displaying 28 items.
- A linear programming approach to dynamical equivalence, linear conjugacy, and the deficiency one theorem (Q338811) (← links)
- Linear conjugacy in biochemical reaction networks with rational reaction rates (Q338816) (← links)
- A linear programming approach to weak reversibility and linear conjugacy of chemical reaction networks (Q424186) (← links)
- Reaction network realizations of rational biochemical systems and their structural properties (Q498480) (← links)
- Linear conjugacy of chemical reaction networks (Q645135) (← links)
- A computational approach to extinction events in chemical reaction networks with discrete state spaces (Q680446) (← links)
- A computational approach to steady state correspondence of regular and generalized mass action systems (Q891844) (← links)
- Computing zero deficiency realizations of kinetic systems (Q894001) (← links)
- Computing all possible graph structures describing linearly conjugate realizations of kinetic systems (Q1682512) (← links)
- A computational approach to linear conjugacy in a class of power law kinetic systems (Q1708490) (← links)
- Positive equilibria of a class of power-law kinetics (Q1708492) (← links)
- Polynomial time algorithms to determine weakly reversible realizations of chemical reaction networks (Q2014813) (← links)
- Linear conjugacy of chemical kinetic systems (Q2045603) (← links)
- Realizations of kinetic differential equations (Q2045727) (← links)
- Uniqueness of weakly reversible and deficiency zero realizations of dynamical systems (Q2066477) (← links)
- Single-target networks (Q2069735) (← links)
- Analysis of mass-action systems by split network translation (Q2072227) (← links)
- A computational approach to the structural analysis of uncertain kinetic systems (Q2102477) (← links)
- On classes of reaction networks and their associated polynomial dynamical systems (Q2201038) (← links)
- Realizations of quasi-polynomial systems and application for stability analysis (Q2402931) (← links)
- Computing weakly reversible deficiency zero network translations using elementary flux modes (Q2417529) (← links)
- Dynamical equivalence and linear conjugacy of chemical reaction networks: new results and methods (Q2856737) (← links)
- Entropy-inspired Lyapunov Functions and Linear First Integrals for Positive Polynomial Systems (Q3450707) (← links)
- Complex Balancing Reconstructed to the Asymptotic Stability of Mass-Action Chemical Reaction Networks with Conservation Laws (Q4610483) (← links)
- Weak Algebraic Hyperstructures as a Model for Interpretation of Chemical Reactions (Q4617580) (← links)
- An Algorithm for Finding Weakly Reversible Deficiency Zero Realizations of Polynomial Dynamical Systems (Q6138443) (← links)
- Weakly reversible single linkage class realizations of polynomial dynamical systems: an algorithmic perspective (Q6185032) (← links)
- Network transformation-based analysis of biochemical systems (Q6646456) (← links)
