Mathematical framework for human SLE Nephritis: disease dynamics and urine biomarkers.
BACKGROUND
Although the prognosis for Lupus Nephritis (LN) has dramatically improved with aggressive immunosuppressive therapies, these drugs carry significant side effects. To improve the effectiveness of these drugs, biomarkers of renal flare cycle could be used to detect the onset, severity, and responsiveness of kidney relapses, and to modify therapy accordingly. However, LN is a complex disease and individual biomarkers have so far not been sufficient to accurately describe disease activity. It has been postulated that biomarkers would be more informative if integrated into a pathogenic-based model of LN.


RESULTS
This work is a first attempt to integrate human LN biomarkers data into a model of kidney inflammation. Our approach is based on a system of differential equations that capture, in a simplified way, the complexity of interactions underlying disease activity. Using this model, we have been able to fit clinical urine biomarkers data from individual patients and estimate patient-specific parameters to reproduce disease dynamics, and to better understand disease mechanisms. Furthermore, our simulations suggest that the model can be used to evaluate therapeutic strategies for individual patients, or a group of patients that share similar data patterns.


CONCLUSIONS
We show that effective combination of clinical data and physiologically based mathematical modeling may provide a basis for more comprehensive modeling and improved clinical care for LN patients.
Budu-Grajdeanu
Paula
P
Department of Mathematics, Ohio State University, Columbus OH 43210, USA. afriedman@math.ohio-state.edu
Schugart
Richard C
RC
Friedman
Avner
A
Birmingham
Daniel J
DJ
Rovin
Brad H
BH
D015415:Biomarkers / Q000652:urine*; D006801:Humans; D008181:Lupus Nephritis / Q000276:immunology / Q000503:physiopathology* / Q000652:urine*; D008433:Mathematics; D015233:Models, Statistical
D015415:Biomarkers