Computer Simulation of Cancer Growth
Roland Piquepaille writes "For a long time now, researchers and scientists have used computer simulations in the physical sciences: physics, chemistry, and engineering. But what about biology? An international team of U.S. and Scottish mathematicians and biologists has built a math model to predict tumor behavior. The researchers say their approach is similar to the one used by weather forecasters. So far, this approach is entirely theoretical. But the scientists see their effort as the beginning of a new era in cancer research — 'a sea change in how biology is being done,' as the lead researcher described it. Read more for additional references and illustrations about this use of computer simulation to predict a cancer evolution."
The researchers say their approach is similar to the one used by weather forecasters.
So its results are only accurate when looking about 4 hours into the future?
Diagnosis is usually the easy part. Prognosis, however, is a little harder to predict. Sure there are usually the benign ones where you have to be very unlucky for it to do any harm (eg basal cell carcinoma). We already have good statistics on the most common cancers with regard to morbidity/mortality with and without treatment. If you have grade 1 endometrial carcinoma, take the uterus out and you're most likely cured. If you have grade 4 astrocytoma, it's basically a death sentence. So I don't think these computer simulations of tumor behavior will really be of much help. Although the article does touch upon microenvironment issues, which sound promising if they can be adequately controlled for those tumors in the middle of the malignancy spectrum.
Eventually one cell has zero copies of at least a part of a chromosome, and that's when the fun really starts. One of the arms of chromosome 3, for example, appears to confer certain "superpowers" on any cell that loses it, since there appear to be certain tumor suppressor genes on that chromosome. As chromosome parts are gradually lost in the tumor population, the various superpowers of cancer become evident: growth in absence of any growth signals, loss of contact inhibition (you keep dividing even when you run out of room), the ability to ignore suicide signals from attacking white blood cells, the ability to promote blood vessel growth into the tumor, the ability to metastasize, etc. If a cell loses the right chunk of the right chromosome it can quickly take over the entire tumor, and you have a population of cells that are all missing that chromosome chunk and are ready to start losing more random chunks. So as you see, "very small changes in input parameters cause exponentially large deviations in output values".
I could be wrong but I think what they are modeling here is the genetic variation within the tumor, as evident in the chromosomal copy number within each cell.