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Deficiency theorem zero applied to the reaction network #410
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I think we need a bit of thought about how we want to handle this (i.e. maybe we should be storing all the network properties within some object and just passing it around -- that would simplify the interface on them). So let's hold off on Could you put together a nice tutorial showing how to use all the new functions, along with graphs illustrating what they are calculating? (Just make sure to pick a system with a mix of reactions and multiple LCs.) |
Would building upon this topic as a tutorial make sense ? yewalenikhil65#2 |
I’m not sure what you mean? Explaining what the various things you are calculating are, and their significance, as part of the tutorial would make sense. |
i mean, the topic mentioned in the link, is for reducing a large network systematically, using some functions like |
At any rate, I will be able to add the tutorial only after Sunday due to some health issues. I hope benchmarking gillespy2 is not very urgent till then I will do it as soon as I start on Sunday |
No rush! I hope you feel better soon. I think the stuff on model reduction should be skipped for now. In particular, that method doesn't seem to work that well on the system you showed. I'd say just focus the tutorial on showing off the functions we've added and explaining why they are useful without adding lots of additional code / functions. |
I will consult matrin fernberg's book for this. I think the book has some nice explanations for some of the functions we have added in network analysis, (like what's the purpose of About the model reduction method, I directed you to earlier, it was not really perfectly presented. It does work on the network I showed but I think I missed something while plotting it. Once I am done with the network analysis tutorial, I will get back later on the model reduction method too |
Sounds great! |
bdw, do take a look at https://niemeyer-research-group.github.io/pyMARS/ |
Quoting from M. Feinberg, Foundations of Chemical Reaction Network Theory, Applied Mathematical Sciences 202,
https://doi.org/10.1007/978-3-030-03858-8_7
Deficiency zero theorem:
There is also deficiency one theorem, but let's focus on this first.
@isaacsas do you recommend, to add the
summarize
function along these lines? like, to check if network has deficiency zero or not, and checking if it's weakly reversible, and then some form of output that comments on positive equilibrium / unique positive equilibrium?The text was updated successfully, but these errors were encountered: