Leaf (Foliation)

Let be an -Manifold and let denote a Partition of intoDisjoint path-connected Subsets. Then if is a Foliation of , each is called a leaf and is not necessarily closed or compact.

References

Rolfsen, D. Knots and Links. Wilmington, DE: Publish or Perish Press, p. 284, 1976.

• Descartes Circle Theorem
• Descartes-Euler Polyhedral Formula
• Descartes Folium
• Descartes' Formula
• Descartes Ovals
• Descartes' Sign Rule
• Descartes Total Angular Defect
• Descriptive Set Theory
• Design
• Design Theory
• de Sluze Conchoid
• de Sluze Pearls
• Desmic Surface
• Destructive Dilemma
• Determinant
• Determinant (Binary Quadratic Form)
• Determinant Expansion by Minors
• Determinant (Knot)
• Determinant Theorem
• Developable Surface
• Deviation
• Devil on Two Sticks
• Devil's Curve
• Devil's Staircase
• Diabolical Cube