Pages that link to "Item:Q660732"
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The following pages link to The mathematical theory of endosymbiosis. I (Q660732):
Displaying 12 items.
- Evolution of symbiosis in hermatypic corals: A model of the past, present, and future (Q302455) (← links)
- Theories and models in symbiogenesis: A reply to nature and the introduction of environmental noises (Q999504) (← links)
- Emergence of mutualism: Application of a differential model to endosymbiosis (Q1319875) (← links)
- Theories and models in symbiogenesis. (Q1412221) (← links)
- The mathematical theory of endosymbiosis. II: Models of the fungal fusion hypothesis (Q1926183) (← links)
- Dynamics at infinity and Jacobi stability of trajectories for the Yang-Chen system (Q2033563) (← links)
- Geometrical classification of self-similar motion of two-dimensional three point vortex system by deviation curvature on Jacobi field (Q2052047) (← links)
- Endosymbiosis as a compact ecosystem with material cycling: parasitism or mutualism? (Q2210118) (← links)
- A coral bleaching model (Q2510785) (← links)
- Differential geometric structure of non-equilibrium dynamics in competition and predation: Finsler geometry and KCC theory (Q5069606) (← links)
- Geometric Structures of Fractional Dynamical Systems in Non‐Riemannian Space: Applications to Mechanical and Electromechanical Systems (Q6080045) (← links)
- A geometric interpretation of maximal Lyapunov exponent based on deviation curvature (Q6197370) (← links)