P. Bourdet, L. Mathieu, C. Lartigue, and A. Ballu, The concept of the small displacement torsor in metrology, Ser. Adv. Math. Appl. Sci, vol.40, pp.110-122, 1996.

H. Li, H. Zhu, P. Li, and F. He, Tolerance analysis of mechanical assemblies based on small displacement torsor and deviation propagation theories, Int. J. Adv. Manuf. Technol, vol.72, pp.89-99, 2014.

J. W. Wittwer, K. W. Chase, and L. L. Howell, The direct linearization method applied to position error in kinematic linkages, Mech. Mach. Theory, vol.39, pp.681-693, 2004.

J. Hu, G. Xiong, and Z. Wu, A variational geometric constraints network for a tolerance types specification, Int. J. Adv. Manuf. Technol, vol.24, pp.214-222, 2004.

H. Chen, S. Jin, Z. Li, and X. Lai, A comprehensive study of three dimensional tolerance analysis methods, Comput. Des, vol.53, pp.1-13, 2014.

M. Moinet, G. Mandil, and P. Serré, Defining tools to address overconstrained geometric problems in Computer Aided Design, CAD Comput. Aided Des, vol.48, pp.42-52, 2014.

D. Michelucci and S. Foufou, Geometric constraint solving: The witness configuration method, CAD Comput. Aided Des, vol.38, pp.284-299, 2006.

L. Asimow and B. Roth, The rigidity of graphs, Transactions of the american mathematical society, vol.245, pp.279-289, 1978.

J. Graver, B. Servatius, and H. Servatius, Combinatorial rigidity, Graduate Studies in Mathematics, 1993.

J. Graver, Counting on frameworks: mathematics to aid the design of rigid structures, 2001.

J. Rameau and P. Serré, Dimensional perturbation of rigidity and mobility, CAD Comput. Aided Des, vol.71, pp.1-14, 2016.
URL : https://hal.archives-ouvertes.fr/hal-01587217

R. Liu, P. Serré, J. Rameau, and A. Clément, Generic Approach for the Generation of Symbolic Dimensional Variations Based on Gröbner Basis for Over-constrained Mechanical Assemblies, Procedia CIRP, vol.27, pp.223-229, 2015.

H. Sagan, Space-filling curves, 2012.

G. Xu, T. Kwok, and C. C. Wang, Isogeometric computation reuse method for complex objects with topology-consistent volumetric parameterization, CAD Comput. Aided Des, vol.91, pp.1-13, 2017.