- João Hélder Olmedo Rodrigues, “Reconstruction of a hypersurface singularity from its moduli algebra”, Res Math Sci, 11, № 1, 2024, 12
- Tadashi TOMARU, “Pencil genus for normal surface singularities”, J. Math. Soc. Japan, 59, № 1, 2007
- Tohsuke Urabe, “On quartic surfaces and sextic curves with certain singularities”, Proc. Japan Acad. Ser. A Math. Sci., 59, № 9, 1983
- I Stewart, “Catastrophe theory in physics”, Rep. Prog. Phys., 45, № 2, 1982, 185
- Henry B. Laufer, “Ambient deformations for exceptional sets in two-manifolds”, Invent Math, 55, № 1, 1979, 1
- C. Upstill, F.J. Wright, J.V. Hajnal, R.H. Templer, “The Double-cusp Unfolding of the 0 X 9 Diffraction Catastrophe”, Optica Acta: International Journal of Optics, 29, № 12, 1982, 1651
- Ross Elliot, Sergei Gukov, “Exceptional knot homology”, J. Knot Theory Ramifications, 25, № 03, 2016, 1640003
- Javier Fernández de Bobadilla, María Pe Pereira, Patrick Popescu-Pampu, “On the generalized Nash problem for smooth germs and adjacencies of curve singularities”, Advances in Mathematics, 320, 2017, 1269
- Dynamics of the Chemostat, 2011, 323
- Martin Rainer, “Resolution of simple singularities yielding particle symmetries in a space–time”, Journal of Mathematical Physics, 35, № 2, 1994, 646