I am a Brazilian mathematician working at the Institute of Mathematics in Unicamp, University of Campinas, SP, Brazil.

I am a member of research group GTAG - Gauge theory and algebraic geometry, led by Professor Marcos Jardim.

I study gauge theory over manifolds with special holonomy, particularly G2-manifolds. Related themes include asymptotically cylindrical Calabi-Yau geometry and nonlinear parabolic flows.

I am generally interested in moduli problems of differential/ algebraic/ complex geometry and corresponding analytical methods; as well as applications to String/M-theory.

I have also done some collaborative work on Cartan decompositions applied to quantum information theory, geometry of surfaces applied to spectrometer designs and thermodynamics applied to ecological economics.

Besides mathematics, I am mostly involved with ecosocialism and Aikido.

1 | Andres Moreno & H. N. Sa Earp | The Weitzenbock formula for the Fueter-Dirac operator | arXiv:1701.06061 [math.DG] | 2017 |

2 | Gregoire Menet,
Marcos
Jardim, Daniela Prata & H. N. Sa
Earp | Holomorphic
bundles for higher dimensional gauge theory | Bulletin of the London Mathematical Society 49 (1) arXiv:1109.2750v4 [math.AG] | 2017 |

3 | Adam Jacob, H. N. Sa Earp, Thomas Walpuski | Tangent cones of Hermitian Yang-Mills connections with isolated singularities | arXiv:1610.08283 [math.DG], aceito em Mathematical Research Letters | 2016 |

4 | Omegar Calvo-Andrade, Lazaro Rodriguez, H. N. Sa Earp | Gauge theory and G2 geometry on Calabi-Yau links | arXiv:1606.09271 [math.DG] | 2016 |

5 | Gregoire Menet, Johannes Nordstrom
& H. N. Sa Earp | Construction of G2-instantons via twisted connected sums | arxiv:1510.03836 [math.AG] | 2015 |

6 | H. N. Sa Earp & Thomas Walpuski | G2-instantons on twisted connected sums | Geometry
& Topology 19, 1263-1285 arXiv:1310.7933v1 [math.DG] |
2015 |

7 | H. N. Sa Earp | G2-instantons
over asymptotically cylindrical manifolds |
Geometry
& Topology 19, 61-111 arXiv:1101.0880v3 [math.DG] |
2015 |

8 | H. N. Sa Earp | Generalised Chern-Simons theory and G2-instantons over associative fibrations | SIGMA 10, 083arxiv:1401.5462 |
2014 |

9 | H. N. Sa Earp |
Instantons on
G2-manifolds |
PhD
thesis Imperial College London |
2009 |

H. N. Sa Earp, Vladmir Sicca & Bernardo B. B. Kyotoku |
Non-Euclidean ideal spectrometry | Braz J Phys arxiv:1505.07730 [physics.ins-det] | 2016 |

Ademar R. Romeiro & H. N. Sa Earp | The Entropy Law and the impossibility of perpetual economic growth | Open
Journal of Applied Sciences, 5,
641-650arXiv:1309.2274v1 [physics.soc-ph] | 2015 |

H. N. Sa Earp & Jiannis K. Pachos | A
constructive algorithm for the Cartan decomposition of SU(2^N) |
Math. Phys. 46 082108 arXiv:quant-ph/0505128v2 |
2005 |

Curriculo Lattes [in English]

Sala 334

(55)(19)3521-6005

Imecc - Unicamp

Rua Sérgio Buarque de Holanda, 651

Cidade Universitária

13083-859, Campinas-SP

Brasil

henrique "*" cantab.net

henrique.saearp "*" ime.unicamp.br

Atualizado em 04/08/2014

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