Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model

T Galochkina, A Bratus, VM Pérez-García - Mathematical biosciences, 2015 - Elsevier
We study optimal radiotherapy fractionations for low-grade glioma using mathematical
models. Both space-independent and space-dependent models are studied. Two different …
被引用次数：34 相关文章

[引用][C] Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model

T Galochkina, A Bratus, VM Pérez-García - Mathematical Biosciences, 2015 - elibrary.ru

Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model

T Galochkina, A Bratus, VM Pérez-García - Mathematical Biosciences, 2015 - infona.pl
We study optimal radiotherapy fractionations for low-grade glioma using mathematical
models. Both space-independent and space-dependent models are studied. Two different …

Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model

T Galochkina, A Bratus… - Mathematical …, 2015 - pubmed.ncbi.nlm.nih.gov
We study optimal radiotherapy fractionations for low-grade glioma using mathematical
models. Both space-independent and space-dependent models are studied. Two different …

Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model.

T Galochkina, A Bratus… - Mathematical …, 2015 - europepmc.org
We study optimal radiotherapy fractionations for low-grade glioma using mathematical
models. Both space-independent and space-dependent models are studied. Two different …
[PDF] researchgate.net

[PDF][PDF] Optimal radiation fractionation for low-grade gliomas: Insights from a mathematical model

T Galochkina, A Bratus, VM Pérez-Garcıa - researchgate.net
We study optimal radiotherapy fractionations for low-grade glioma using mathematical
models. Both space-independent and space-dependent models are studied. Two different …