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An introduction to physical oncology: How mechanistic mathematical modeling can improve cancer therapy outcomes
Vittorio Cristini
,
Eugene J. Koay
,
Zhihui Wang
Department of Medicine
Research Institute
Houston Methodist
Department of Urology
Research output
:
Book/Report
›
Book
41
Scopus citations
Overview
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Dive into the research topics of 'An introduction to physical oncology: How mechanistic mathematical modeling can improve cancer therapy outcomes'. Together they form a unique fingerprint.
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Mathematics
Oncology
100%
Therapy
81%
Cancer
73%
Mathematical Modeling
71%
Physical process
29%
Radiation Therapy
18%
Transport Processes
16%
Chemotherapy
15%
Design
14%
Progression
13%
Imaging
13%
Efficacy
12%
Drugs
12%
Molecules
11%
Predict
11%
Mathematical Model
8%
Cell
8%
Physics & Astronomy
therapy
68%
cancer
67%
chemotherapy
17%
progressions
13%
drugs
12%
radiation therapy
11%
emerging
10%
mathematical models
9%
molecules
6%
Medicine & Life Sciences
Physical Phenomena
39%
Neoplasms
23%
Biological Phenomena
13%
Therapeutics
11%
Theoretical Models
11%
Radiotherapy
9%
Drug Therapy
8%
Pharmaceutical Preparations
5%
Chemistry
Force
48%
Drug
37%
Molecule
24%