Pages that link to "Item:Q2377652"
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The following pages link to Persistence and extinction in a mathematical model of cell populations affected by radiation (Q2377652):
Displaying 11 items.
- Mathematical models of radiation action on living cells: from the target theory to the modern approaches. A historical and critical review (Q305580) (← links)
- Permanence, extinction and periodic solutions in a mathematical model of cell populations affected by periodic radiation (Q550483) (← links)
- Stability criteria for the cure state in a cancer model with radiation treatment (Q1021914) (← links)
- A mathematical model for the evolution of cell populations under the action of mutagenic agents (Q1082291) (← links)
- Mathematical modeling of mortality dynamics of mammalian populations exposed to radiation (Q1588325) (← links)
- Stability switches and Hopf bifurcations of an isolated population model with delay-dependent parameters (Q1659635) (← links)
- Stability and eradication of tumor in a model with almost periodically radiated cells (Q2103103) (← links)
- Modeling the spatiotemporal dynamics of oncolytic viruses and radiotherapy as a treatment for cancer (Q2185375) (← links)
- A comprehensive stochastic model of irradiated cell populations in culture (Q2195083) (← links)
- Mechanistic description of survival of irradiated cells: repair kinetics in Padé linear-quadratic or differential Michaelis-Menten model (Q2443869) (← links)
- Soluciones periódicas para un modelo de población celular sujeto a una radiación periódica general (Q3390629) (← links)
