SINGULARITIES OF PEDAL CURVES PRODUCED BY SINGULAR DUAL CURVE GERMS IN Sⁿ

Articles in the same Issue

1. Titelei
2. Contents
3. Preface
4. EFFECTIVE REGULARITY CRITERIA FOR ANALYTIC MAPPINGS
5. LOCAL SIGNATURE OF FIBERED COMPLEX SURFACES VIA MODULI AND MONODROMY
6. A COMPLETE VARIETY WITH INFINITELY MANY MAXIMAL QUASI-PROJECTIVE OPEN SUBSETS
7. SOME QUESTIONS ON THE FUKUI NUMERICAL SET FOR COMPLEX FUNCTION GERMS
8. POLAR INVARIANTS OF PLANE CURVE SINGULARITIES: INTERSECTION THEORETICAL APPROACH
9. THE GEOMETRIC GENUS, THE CASSON INVARIANT CONJECTURE AND SPLICE TYPE SINGULARITIES
10. COMPLEX SURFACE SINGULARITIES AND DEGENERATIONS OF COMPACT COMPLEX CURVES
11. THE SECOND JUMP OF MILNOR NUMBERS
12. MEDIAL AXIS AND A MOMENT MAP
13. LIGHTLIKE DEVELOPABLES IN MINKOWSKI 3-SPACE
14. SPACELIKE SUBMANIFOLDS IN DE SITTER SPACE
15. ON HOMOTOPY CLASSIFICATION OF PHRASES AND ITS APPLICATION
16. A SURVEY ON POLYGONAL PORTRAITS OF MANIFOLDS
17. SINGULARITIES OF PEDAL CURVES PRODUCED BY SINGULAR DUAL CURVE GERMS IN Sⁿ
18. GEOMETRY OF PRE QUASI HOMOGENEOUS POLYNOMIALS OF TYPE (1/2,1/4)
19. A SET OF INTEGRAL ELEMENTS OF HIGHER ORDER JET SPACES