Milnor's Conjecture

The Unknotting Number for a Torus Knot is . This 40-year-old Conjecture wasproved (Adams 1994) in Kronheimer and Mrowka (1993, 1995).

References

Adams, C. C. The Knot Book: An Elementary Introduction to the Mathematical Theory of Knots. New York: W. H. Freeman, p. 113, 1994.

Kronheimer, P. B. and Mrowka, T. S. ``Gauge Theory for Embedded Surfaces. I.'' Topology 32, 773-826, 1993.

Kronheimer, P. B. and Mrowka, T. S. ``Gauge Theory for Embedded Surfaces. II.'' Topology 34, 37-97, 1995.

• Millin Series
• Million
• Mills' Constant
• Milne's Method
• Milnor's Conjecture
• Milnor's Theorem
• Minimal Cover
• Minimal Discriminant
• Minimal Matrix
• Minimal Residue
• Minimal Set
• Minimal Surface
• Minimax Approximation
• Minimax Polynomial
• Minimax Theorem
• Minimum
• Minkowski-Bouligand Dimension
• Minkowski Convex Body Theorem
• Minkowski Geometry
• Minkowski-Hlawka Theorem
• Minkowski Integral Inequality
• Minkowski Measure
• Minkowski Metric
• Minkowski Sausage
• Minkowski Space