Contains original and survey papers on Singularities in Geometry and Topology, which resulted from the Sixth Franco-Japanese Symposium on Singularities, held in Fukuoka. This volume consists of two survey articles and 12 research articles whose topics include algebraic curves and varieties, line arrangements, mixed polynomials, algebraic local cohomology classes, stable maps, and mirror symmetry.

I. Survey Articles: Smooth double subvarieties on singular varieties. II by M. R. Gonzalez-DorregoSurvey of apparent contours of stable maps between surfaces by T. Yamamoto II.Research Articles: Valuations divisorielles et connexite en codimension 1 by C. BeddaniThe Alexander module of a trigonal curve. II by A. DegtyarevMonodromy of triple point line arrangements by A. DimcaOn fibered links of singularities of polar weighted homogeneous mixed polynomials by K. InabaOn classes in the classification of curves on rational surfaces with respect to logarithmic plurigenera by H. IshidaThe links specific to hypersurface simple $K3$ singularities by A. KatanagaOn (4,3) line degenerated torus curves and torus decompositions by M. KawashimaOn the computation of algebraic local cohomology classes associated with semi-quasihomogeneous singularities by K. Nabeshima and S. TajimaSome geometric-arithmetic aspects of separated variable curves by V. K. NguyenMixed functions of strongly polar weighted homogeneous face type by M. OkaSingular fibers in barking families of degenerations of elliptic curves by T. OkudaMirror symmetry between orbifold projective lines and cusp singularities by A. Takahashi