[1] Feinberg, M., (1987) Chemical reaction network structure and the stability of complex isothermal reactors-I: The deficiency zero and deficiency one theorems. Chemical Engineering Science 42, pp. 2229-2268. [OpenAIRE]

[2] Strehlow, R.A., (1984) Combustion fundamentals, McGraw-Hill College.

[3] Tomlin, A.S. & Turanyi, T. & Pilling, M.J., (1997) Mathematical Tools for the Construction, Investigation and Reduction of Combustion Mechanisms. Elsevier Comprehensive Chemical Kinetics, pp. 293-437. [OpenAIRE]

[4] Lu, T. & Law, C.K., (2005) A directed relation graph method for mechanism reduction. Elsevier Proceedings of the Combustion Institute 30, pp. 1333-1341.

[5] Lu, T. & Law, C.K., (2006) On the applicability of directed relation graphs to the reduction of reaction mechanisms. Elsevier Combustion and Flame 146, pp. 472-483.

[6] Tomlin, A.S. & Pilling, M.J. & Turanyi, T. & Merkin, J.H. & Brindley, J., (1992). Mechanism Elsevier Combustion and Flame 91, pp. 107-130.

[7] Pepiot-Desjardins, P. & Pitsch, H., (2008) An efficient error-propagation-based reduction method for large chemical kinetic mechanisms. Elsevier Combustion and Flame 154, pp. 67-81. [OpenAIRE]

[8] Candes, E.J. & Wakin, M.B., (2010). An Introduction To Compressive Sampling. IEEE Signal Processing Magazine, pp. 21-30.

[9] Inc. Gurobi Optimization, (2015) Gurobi optimizer reference manual.

[10] Joshi, S. & Boyd, S., (2009) Sensor selection via convex optimization. IEEE Transactions on Signal Processing 57. pp. 451-462.

[11] Liu, S. & Chepuri, S.P. & Fardad M., (2016) Sensor selection for estimation with correlated measurement noise. IEEE Transactions on Signal Processing 64. pp. 3509-3522.

[12] Löfberg J., (2004). Yalmip : A toolbox for modeling and optimization in MATLAB. In