The following pages link to Daniel J. F. Fox (Q295762):
Displaying 23 items.
- Infinitesimal affine automorphisms of symplectic connections (Q295763) (← links)
- Functions dividing their Hessian determinants and affine spheres (Q317511) (← links)
- Symmetries of the space of linear symplectic connections (Q505961) (← links)
- Remarks on symplectic sectional curvature (Q730455) (← links)
- (Q1645162) (redirect page) (← links)
- A Möbius scalar curvature rigidity on compact conformally flat hypersurfaces in \(\mathbb{S}^{n + 1}\) (Q1645163) (← links)
- Left-symmetric algebras and homogeneous improper affine spheres (Q1749431) (← links)
- Killing metrized commutative nonassociative algebras associated with Steiner triple systems (Q2161144) (← links)
- Harmonic cubic homogeneous polynomials such that the norm-squared of the Hessian is a multiple of the Euclidean quadratic form (Q2222856) (← links)
- Correction to: ``Harmonic cubic homogeneous polynomials such that the norm-squared of the Hessian is a multiple of the Euclidean quadratic form'' (Q2243933) (← links)
- A Schwarz lemma for Kähler affine metrics and the canonical potential of a proper convex cone (Q2255361) (← links)
- Critical symplectic connections on surfaces (Q2287430) (← links)
- Einstein-like geometric structures on surfaces (Q2864585) (← links)
- What is\dots an affine sphere? (Q2883517) (← links)
- Ricci flows on surfaces related to the Einstein Weyl and Abelian vortex equations (Q2921059) (← links)
- Equiaffine geometry of level sets and ruled hypersurfaces with equiaffine mean curvature zero (Q2965309) (← links)
- Contact Schwarzian Derivatives (Q3374120) (← links)
- Contact projective structures (Q3376389) (← links)
- The commutative nonassociative algebra of metric curvature tensors (Q5018891) (← links)
- Projectively Invariant Star Products (Q5473367) (← links)
- Conelike radiant structures (Q6060855) (← links)
- Sectional nonassociativity of metrized algebras (Q6196039) (← links)
- Algebraic constructions of cubic minimal cones (Q6749402) (← links)
