Cancer Mortality and Morbidity Patterns in the U.S. Population

Cancer Contra Human: Cohabitation with Casualties?.- Cancer Modeling: How Far Can We Go?.- Cancer Risk Factors.- Standard and Innovative Statistical Methods for Empirically Analyzing Cancer Morbidity and Mortality.- Stochastic Methods of Analysis.- U.S. Cancer Morbidity and Mortality Trends.- U.S. Cancer Morbidity: Modeling Age-Patterns of Cancer Histotypes.- Risk Factors Intervention.- Cancer Prevention.

"The description and modeling of cancer mortality and morbidity deserve this important book. Several facets of the epidemiology of cancer are explored and documented. After a general assessment of the presence of cancer in the U.S. population ...the heart of the book focuses on the methods for analyzing cancer, notably in age, time, "race," and space. ...There is a useful glossary of medical and statistical terms. ...This book is essential not only to modelers of cancer mortality and morbidity, but it also serves as a good entry to anyone interested in classical tools of demographic epidemiology." (Mathematical Population Studies, 17:65-66, 2010)"The title is no lie: this is an interdisciplinary book from cover to cover. Its aim is to provide a broad education to a wide-ranging audience...on some of the tools used in cancer studies and some of those studies' results. The authors have different areas of expertise and have worked to make sure that the book continually reflects all relevant disciplines. There are chapters that are primarily about the tools (mathematical and statistical models, both on a cellular and on a population level) and those that are primarily about the results (e.g., known risk factors, observed trends, and prevention strategies), but both types of chapters contain something from the other areas. Furthermore, these chapter s are intermingled, rather that  segregated into two parts, emphasizing to me that the tools and the results are both just parts of the whole. Chapters where models are described do not shy away from using equations, including vector notation, to present the models, but the mathematical details of their derivation and analysis are appropriately omitted. Numerous plots, figures, and tables show results of analyses, and interpretations are given that are medical in nature but again not excessively technical. A 40-page glossary at the end defines both mathematical and medical terms in a relatively plain language. I believe that

"The description and modeling of cancer mortality and morbidity deserve this important book. Several facets of the epidemiology of cancer are explored and documented. After a general assessment of the presence of cancer in the U.S. population ...the heart of the book focuses on the methods for analyzing cancer, notably in age, time, "race," and space. ...There is a useful glossary of medical and statistical terms. ...This book is essential not only to modelers of cancer mortality and morbidity, but it also serves as a good entry to anyone interested in classical tools of demographic epidemiology." (Mathematical Population Studies, 17:65-66, 2010)

"The title is no lie: this is an interdisciplinary book from cover to cover. Its aim is to provide a broad education to a wide-ranging audience...on some of the tools used in cancer studies and some of those studies' results. The authors have different areas of expertise and have worked to make sure that the book continually reflects all relevant disciplines. There are chapters that are primarily about the tools (mathematical and statistical models, both on a cellular and on a population level) and those that are primarily about the results (e.g., known risk factors, observed trends, and prevention strategies), but both types of chapters contain something from the other areas. Furthermore, these chapter s are intermingled, rather that segregated into two parts, emphasizing to me that the tools and the results are both just parts of the whole. Chapters where models are described do not shy away from using equations, including vector notation, to present the models, but the mathematical details of their derivation and analysis are appropriately omitted. Numerous plots, figures, and tables show results of analyses, and interpretations are given that are medical in nature but again not excessively technical. A 40-page glossary at the end defines both mathematical and medical terms in arelatively plain language. I