Pages that link to "Item:Q2324894"
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The following pages link to Oncolytic virotherapy for tumours following a Gompertz growth law (Q2324894):
Displaying 21 items.
- ODE models for oncolytic virus dynamics (Q1715399) (← links)
- Modeling of cancer virotherapy with recombinant measles viruses (Q1794429) (← links)
- The replicability of oncolytic virus: defining conditions in tumor virotherapy (Q1942491) (← links)
- Oncolytic viral therapies and the delicate balance between virus-macrophage-tumour interactions: a mathematical approach (Q1980115) (← links)
- Natural killer cells recruitment in oncolytic virotherapy: a mathematical model (Q2035789) (← links)
- A mathematical model for oncolytic virus spread using the telegraph equation (Q2045993) (← links)
- Application of control theory in a delayed-infection and immune-evading oncolytic virotherapy (Q2050026) (← links)
- Hopf bifurcation analysis of a tumor virotherapy model with two time delays (Q2070190) (← links)
- A combination therapy of oncolytic viruses and chimeric antigen receptor T cells: a mathematical model proof-of-concept (Q2086821) (← links)
- Bistability in a model of tumor-immune system interactions with an oncolytic viral therapy (Q2130205) (← links)
- Slow-fast model and therapy optimization for oncolytic treatment of tumors (Q2141308) (← links)
- Population dynamics with threshold effects give rise to a diverse family of allee effects (Q2189972) (← links)
- The role of viral infectivity in oncolytic virotherapy outcomes: a mathematical study (Q2240252) (← links)
- \textit{In silico} implementation of evolutionary paradigm in therapy design: towards anti-cancer therapy as Darwinian process (Q2335373) (← links)
- Control exponential growth of tumor cells with slow spread of oncolytic virus (Q2415769) (← links)
- Oncolytic virus treatment of human breast cancer cells: modelling therapy efficacy (Q2678792) (← links)
- Oscillation thresholds via the novel MBR method with application to oncolytic virotherapy (Q5106096) (← links)
- Agent-based and continuum models for spatial dynamics of infection by oncolytic viruses (Q6077313) (← links)
- The role of tumor activation and inhibition with saturation effects in a mathematical model of tumor and immune system interactions undergoing oncolytic viral therapy (Q6143585) (← links)
- Oscillations in a spatial oncolytic virus model (Q6572112) (← links)
- Finding Hopf bifurcation islands and identifying thresholds for success or failure in oncolytic viral therapy (Q6632651) (← links)