JNF said...
... For me based on a one year doubling rate I would be at about PSA 4,000. Of course it doesn't work that way as the increase is never linear. As the cancer becomes more mutated it gives of less PSA so we really don't know how to effectively forecast. ....
Jack, that's sort of what I was looking for. Do you have any source for that effect? Others have indicated it is rather linear. Of course we don't know what your untreated number "
is" because you were treated, and very well obviously. Is there any real reason to suspect if untreated that it couldn't have been 4000? They do go that high. Just curious, since that's really the important part of this. Just how linear is this, anyway? My guess is we don't see that, since we don't let it grow without doing something to slow it down. You'd never just watch it keep progressing like that. Treatments of varying effectiveness would of course change the slope by affecting the cells involved.
Do the cells in fact become increasingly mutated, or do one's type 5 bizarro cells just keep reproducing as more and more of the same? Different Gleason scores make different PSA per unit volume (ng/ml/cc): 4 for G6, 3 for G7, 2 for G8, 1 for G9 and .5 for G10. "Normal" cells make 0.066/cc. I just can't quickly find the source for those numbers, but we've discussed them on the forum before [Edit: Corrected per JNF, quoting Strum. Thanks!]
In real cellular populations, the doubling process model has to assume unrestricted growth to remain on a linear log slope. Sufficient food, space, disposal of waste material, and so on. Any of those things can develop pressure limiting the population's growth.
Is there something analogous for PCa?:
- Does it eventually "use up" all of the available testosterone, for example? I assume there's some upper limit for our ability to make testosterone. Does that throttle the growth? Do folks with widespread metastatic cases, with PSA rising rapidly, find the testosterone level dropping as a consequence?
- Do little tumor populations in bone limit themselves somehow physically, by simple overcrowding or some such?
- Do they become unable to create enough blood supply channels to grow?
- Do they poison each other by generating too much waste material to get it out of the tumor zone?
In any case, the linearity range I'm looking at is way way down in reasonable values, 50 or less. I'd be surprised if there are many physiological processes that would constrain the curve at that relatively low level.
(I'm sorry, again I can hear the eyes rolling. "Oh, there he goes again. Give it a rest. Sheesh."
)