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The mathematical biology of pancreatic cancer: Models of carcinogenesis and stages

Explore the mathematical biology of pancreatic cancer, unveiling models of cancer development and stages. Learn about disease latency, cancer outcomes forecasting, and integrative approaches to improve surveillance and control. Discover compartmental analysis and latent cancer estimates.

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The mathematical biology of pancreatic cancer: Models of carcinogenesis and stages

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  1. The mathematical biology of pancreatic cancer: Models of carcinogenesis and stages G. M. Jacquez

  2. Our Dear Friend and ColleagueJawaid Rasul8/2/1953 - 5/22/2011

  3. Research stage • In progress • Monograph completed • http://www.biomedware.com/publications/71modelingcarcinogenesisandcancerstagespancreaticcancer.pdf • Not yet peer-reviewed

  4. Abstract: Pancreatic cancer has been called the "silent killer" because it is typically diagnosed at advanced stages and because the prognosis is so poor, with a mean survivorship of about one year. The last five years have seen an increased understanding of the genetic basis of pancreatic cancer, and the cascade of mutations and pathways that lead to carcinogenesis are beginning to be elucidated. However, these have yet to be incorporated into models that bridge scales from the cellular to the individual, to the population. We present two compartmental models of pancreatic cancer. The first models pathways and events at the molecular and cellular level that lead to pancreatic cancer, the second deals with cancer stage at diagnosis and may be estimated using cancer registry data. Residence times in these models corresponds to cancer latency, which has implications for cancer surveillance and medical geography.

  5. Problem • Approach • Results • Conclusion

  6. Problem • Approach • Results • Conclusion

  7. Behavsome Genome + Exposome

  8. The Challenge • How to integrate burgeoning knowledge of genomics, environment and behaviors to forecast cancer outcomes, and to improve cancer surveillance and control?

  9. Solution characteristics • Estimates disease latency • Bridges biological scales • Genetic – molecular – organ – individual – population • Generalizable • Across cancers and populations • Useful • Models can be employed with currently available data based on reasonable assumptions; predict silent cancer burden; conditions for cancer metastasis and remission

  10. Problem • Approach • Results • Conclusion

  11. Compartmental analysis

  12. Residence times in compartmental systems

  13. Model coefficients & parameters

  14. Linking carcinogenesis and stage

  15. Pancreatic cancer in SE MI • 11,068 incident cases 1985-2005, SE Michigan • 8,826 cases with known place of residence and known stage at diagnosis. • Males accounted for 4,202 cases and females 4,424. • 6,356 cases were whites, 2,192 blacks, and the balance American Indian (8 cases), Asian (61) and other or unknown groups (9).

  16. Problem • Approach • Results • Conclusion

  17. Latency estimates • Closed form solution, disease latency ~Erlang • ~21.2 years initiation to diagnosis

  18. Conditions for remission and metastasis

  19. Silent cancer burden

  20. Problem • Approach • Results • Conclusion

  21. Conclusions • Provides estimates of disease latency using the Erlang distribution • Bridges biological scales • Genetic – molecular – organ – individual – population • Appears generalizable • Across cancers and populations • Appears useful • Models can be employed with currently available data based on reasonable assumptions; predicts silent cancer burden; conditions for cancer metastasis and remission

  22. Caveats • Not yet peer-reviewed! • Check it out • http://www.biomedware.com/publications/71modelingcarcinogenesisandcancerstagespancreaticcancer.pdf

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