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By comparing the cost of mitigation to the avoided 'liabilities' of climate change, we can derive a simple 'return on investment'.
Let us now derive a simple maximum entropy model.
For this, we derive a simple non-integer-order (fractional-order) model for the coinfection dynamics.
We derive a simple analytical model to determine the conditions needed to avoid interconnection joint failure.
We derive a simple rule for when a coverage improvement increases welfare due to offset effects.
We derive a simple model for this behaviour assuming a combination of growth and coalescence.
We derive a simple non-integer-order model for the coinfection of HIV and HCV, with treatment for HCV.
Hence, to avoid loops and errors in cases (b) and (c), we derive a simple stepwise procedure.
Since Algorithm 1 is difficult to implement in our simulation tool, we will derive a simple upper bound.
This limit (for ), denoted as, depends only on and in Appendix C we derive a simple analytical approximation for it.
(ii) We derive a simple threshold function with which TRSC can achieve full diversity in an relay network.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com