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Forecasting Cancer Recurrence With New Computer Model

Date:
August 4, 2009
Source:
American Institute of Physics
Summary:
Two people with the same kind of cancer who receive the exact same treatment may nevertheless have different chances of their tumors coming back years later. Now a team of scientists has developed a computer model that predicts cancer recurrence in an individual based on how her tumor changes size in response to the first rounds of radiation therapy.

Two people with the same kind of cancer who receive the exact same treatment may nevertheless have different chances of their tumors coming back years later. Now a team of scientists has developed a computer model that predicts cancer recurrence in an individual based on how her tumor changes size in response to the first rounds of radiation therapy.

The team, headed by Jian Z. Wang, director of the Radiation Response Modeling Program at the James Cancer Hospital and Solove Research Institute of Ohio State University in Columbus, will present the findings at the 51st Annual Meeting of the American Association of Physicists in Medicine (AAPM) in Anaheim, California. The leading author, Zhibin Huang, has been selected as this meeting's winner of the Jack Fowler Junior Investigator's Competition.

Huang and colleagues at Ohio State University studied 80 women with cervical cancer who were diagnosed with tumors ranging from the size of a marble to the size of a grapefruit. Each woman was treated with a course of radiation therapy -- beams of energy that destroyed the cancerous cells in her pelvis. After few weeks of radiation treatment, the volume of each shrinking tumor was measured using an MRI scanner.

By fitting a mathematical model to this data, Huang calculated two things important for understanding how the tumors were responding to the radiotherapy: the fraction of cancerous cells that survived each of the daily radiation treatments and the amount of time it took each woman's body to clear away and flush out those cells that were destroyed. The two properties vary from individual to individual and from tumor to tumor.

These numbers could be used to predict whether or not a woman's cervical cancer would come back years after her treatments. If each daily radiation treatment annihilated at least 70 percent of a tumor, a woman had a 30 percent better chance of avoiding recurrence than an individual with a more resistant tumor.

Similarly, women whose bodies took longer than 22 days to clear out dead cells after each treatment were almost twice as likely to see their tumors reappear down the road.

The results, presented at this year's AAPM meeting, suggest that not all cervical cancers are the same. To improve treatment, said Wang, patients should be grouped based on whether their tumors are radioresistant or radiosensitive.

Other kinds of cancer could also benefit from this approach, says Nina A. Mayr, a professor of radiation oncology at the Ohio State University James Cancer Hospital and Solove Research Institute. "Using similar techniques, ongoing projects from our group are tackling other cancer sites, such as lung and prostate cancer."

The talk, "Outcome Prediction of Cervical Cancer: Kinetic Model of Tumor Regression During Radiation Therapy," will be given on July 28.

This study was supported by an NIH R01 grant to Dr. Mayr.


Story Source:

The above story is based on materials provided by American Institute of Physics. Note: Materials may be edited for content and length.


Cite This Page:

American Institute of Physics. "Forecasting Cancer Recurrence With New Computer Model." ScienceDaily. ScienceDaily, 4 August 2009. <www.sciencedaily.com/releases/2009/07/090728132235.htm>.
American Institute of Physics. (2009, August 4). Forecasting Cancer Recurrence With New Computer Model. ScienceDaily. Retrieved April 24, 2014 from www.sciencedaily.com/releases/2009/07/090728132235.htm
American Institute of Physics. "Forecasting Cancer Recurrence With New Computer Model." ScienceDaily. www.sciencedaily.com/releases/2009/07/090728132235.htm (accessed April 24, 2014).

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