Fox Hornig, Daniel Jeremy daniel.fox@upm.es

Actividades

Algebraic constructions of cubic minimal cones

  • DJF Fox
  • VG Tkachev

Arxiv Preprint Arxiv: - 1/1/2024

  • iMarina

Conelike radiant structures

  • Fox, DJF

Information Geometry (p. 463-595) - 1/1/2023

10.1007/s41884-023-00115-y Ver en origen

  • ISSN 25112481

Sectional nonassociativity of metrized algebras

  • DJF Fox

Annali Di Matematica Pura Ed Applicata (p. 499-532) - 1/1/2023

10.1007/s10231-023-01372-5 Ver en origen

  • ISSN 00034622

Killing metrized commutative nonassociative algebras associated with Steiner triple systems

  • Fox, Daniel J F

Journal Of Algebra (p. 186-213) - 15/10/2022

10.1016/j.jalgebra.2022.05.026 Ver en origen

  • ISSN 00218693

Harmonic cubic homogeneous polynomials such that the norm-squared of the Hessian is a multiple of the Euclidean quadratic form

  • Fox, Daniel J F

Analysis And Mathematical Physics - 1/1/2021

10.1007/s13324-020-00462-4 Ver en origen

  • ISSN 16642368

The commutative nonassociative algebra of metric curvature tensors

  • Fox, Daniel J F

Forum Of Mathematics Sigma - 1/1/2021

10.1017/fms.2021.69 Ver en origen

  • ISSN 20505094

Harmonic cubic homogeneous polynomials such that the norm-squared of the Hessian is amultiple of the Euclidean quadratic form (vol 11, 43, 2021)

  • Fox, Daniel J F

Analysis And Mathematical Physics - 1/1/2021

10.1007/s13324-021-00607-z Ver en origen

  • ISSN 16642368

Einstein equations for a metric coupled to a trace-free symmetric tensor

  • DJF Fox

Arxiv Preprint Arxiv: - 1/1/2021

  • iMarina

Commutative algebras with nondegenerate invariant trace form and trace-free multiplication endomorphisms

  • DJF Fox

Communications Of The Acm - 1/1/2020

  • ISSN 00010782
  • iMarina

Critical symplectic connections on surfaces

  • Fox Hornig, Daniel Jeremy

Journal Of Symplectic Geometry (p. 1683-1771) - 1/1/2019

10.4310/jsg.2019.v17.n6.a4 Ver en origen

  • ISSN 15275256

TOPICS IN GEOMETRIC ANALYSIS: MAXIMUM PRINCIPLES, REFINED KATO INEQUALITIES, AND GRADIENT ESTIMATES OF HARMONIC FUNCTIONS AND EIGENFUNCTIONS OF THE LAPLACIAN

  • DJF FOX

1/1/2016

  • iMarina

Este/a investigador/a no tiene capítulos de libro.

Curvature equations for statistical structures

  • FOX HORNIG, DANIEL JEREMY

10/7/2023

  • iMarina

Partial and quantitative associativity conditions and trace-forms

  • FOX HORNIG, DANIEL JEREMY

20/1/2023

  • iMarina

Algebraic minimal hypersurfaces in spheres from quasicomposition algebras

  • FOX HORNIG, DANIEL JEREMY

1/7/2022

  • iMarina

Minimal algebraic hypersurfaces in spheres from quasicomposition algebras

  • FOX HORNIG, DANIEL JEREMY

14/6/2022

  • iMarina

Symmetric trilinear forms and Einstein-like equations: from affine spheres to Griess algebras p. III

  • FOX HORNIG, DANIEL JEREMY

30/11/2022

  • iMarina

3D EXPLORA: A GEOGEBRA BOOK FOR VISUALIZING CURVES AND SURFACES IN 3D

  • Alonso Trigueros, J M
  • Canton, A
  • Castrillon, M
  • Fox, D J
  • Gil, O
  • Ortega, D
  • Perez, S
  • Rosado, E
  • Vazquez-Gallo, M J
... Ver más Contraer

13th International Technology, Education And Development Conference (Inted2019) (p. 1007-1011) - 1/1/2019

  • ISSN 23401079
  • iMarina

CLAVES DE ÉXITO PARA LA IMPLANTACIÓN DE UN PROCESO DE MENTORÍA EN UNA ESCUELA TÉCNICA SUPERIOR DE INGENIERÍA.

  • MARESCA, PIERA
  • ALVAREZ GOMEZ, FERNANDO
  • MARTINEZ AREVALO, CARMEN
  • CAJA GARCIA, JESUS
  • DAVILA GOMEZ, LUIS
  • MERINO EGEA, MANUEL
  • FOX HORNIG, DANIEL JEREMY
  • ADRADA GUERRA, TEODORO
  • YAÑEZ GUTIERREZ, SUSANA
  • OCHOA MENDOZA, ALMUDENA
... Ver más Contraer

Actas Del 23 Congreso Universitario De Innovación Educativa En Las Enseñanzas Técnicas (p. 222-235) - 15/7/2015

  • iMarina

Geometric Structures Modeled on Affine Hypersurfaces and Generalizations of the Einstein-Weyl and Affine Sphere Equations

  • FOX HORNIG, DANIEL JEREMY

Extended Abstracts Fall 2013: Geometrical Analysis; Type Theory, Homotopy Theory And Univalent Foundations (p. 15-19) - 1/1/2015

10.1007/978-3-319-21284-5_3 Ver en origen

  • ISSN 2297024X

The canonical potential of a convex cone

  • FOX HORNIG, DANIEL JEREMY

8/11/2012

  • iMarina

Este/a investigador/a no tiene documentos de trabajo.

Este/a investigador/a no tiene informes técnicos.

Este/a investigador/a no tiene proyectos de investigación.

Este/a investigador/a no tiene tesis dirigidas.

Este/a investigador/a no tiene patentes o licencias de software.

Última actualización de los datos: 10/11/25 9:35