Differential geometry
Lifts of geometric structures, vector bundles, Weil functors and natural transformations.
Mathematics · Research · Teaching
Mathematician and permanent lecturer at the École normale supérieure de Bongor (ENSB) / University of Bongor, working in differential and Riemannian geometry, topology, Poisson and symplectic geometry, Golden structures, Weil functors and fractional dynamics.
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He earned a PhD in Mathematics from the University of Ngaoundéré in 2025. Since June 2026, he has been a permanent lecturer at the École normale supérieure de Bongor (ENSB) / University of Bongor. He also teaches at the Catholic University of Central Africa in Moundou and the University of N’Djaména. He is the founding director of La Cité des Sciences de Bongor and a founding member of CREDDA.
Published-name variants: Emmanuel Hinamari Mang-Massou and E. Hinamari Mang-Massou.
Scientific programme
Research at the intersection of geometry, algebra and analysis.
Lifts of geometric structures, vector bundles, Weil functors and natural transformations.
Metrics, Levi-Civita connections, geodesics, curvature and related structures.
Topological properties of manifolds and interactions between topology and geometry.
Poisson and presymplectic structures, Weil-bundle lifts and Poisson groups.
Golden Poisson geometry, Lie groups and algebras, canonical connections and multiplicative structures.
Integrodifferential equations, semigroups, infinite delay and population dynamics.
Published papers · joint work
Contributions to Poisson geometry and the geometry of Weil bundles.
With coauthors, he constructs a compatible hierarchy of Poisson tensors governed by the Golden identity and studies its transport under Golden Poisson morphisms.
View publicationWith Achille Ntyam, he extends constructions for lifting symplectic manifolds, symplectic vector bundles and connections to Frobenius–Weil bundles.
View publicationWith coauthors, he prolongs a Golden structure from a manifold to bundles of infinitely near points and studies preservation of its defining polynomial identity.
View publicationScientific output
E. Hinamari Mang-Massou, G. F. Wankap Nono et J. Dongho · Turkish Journal of Mathematics and Computer Science
E. Hinamari Mang-Massou, G. F. Wankap Nono, E. Kilanta et A. Zougoulou · Differential Geometry and its Applications (DGA)
E. Hinamari Mang-Massou, P. M. Kouotchop Wamba, G. F. Wankap Nono et A. Ntyam · Extracta Mathematicae
Ezekiel Kilanta, Emmanuel Hinamari Mang-Massou, Georges Florian Wankap Nono et Achille Ntyam · Archivum Mathematicum
E. Hinamari Mang-Massou, G. F. Wankap Nono, Djagwa Dehainsala et E. Kilanta · Tamkang Journal of Mathematics · Online First · DOI 10.5556/j.tkjm.57.2026.5975
Emmanuel Hinamari Mang-Massou, Judéon Kabre, Malik Zoungrana et Issa Zabsonre · European Journal of Mathematics and Applications · 6 (2026), Article ID 5 · DOI 10.28919/ejma.2026.6.5
Emmanuel Hinamari Mang-Massou · International Electronic Journal of Geometry (IEJG)
Georges Florian Wankap Nono, Emmanuel Hinamari Mang-Massou et Esekiel Kilanta · International Electronic Journal of Geometry (IEJG)
Nasser Castro Tchana Ngassam, Achille Ntyam et Emmanuel Hinamari Mang-Massou · Extracta Mathematicae
Emmanuel Hinamari Mang-Massou et Achille Ntyam · Extracta Mathematicae · 39(1), 97–118
Georges Florian Wankap Nono, Achille Ntyam et Emmanuel Hinamari Mang-Massou · Journal of the Indonesian Mathematical Society · 28(1), 84–95
PhD in Mathematics · 2025
151 pagesThe thesis studies lifts of symplectic and Poisson structures within the framework of Frobenius-Weil functors, with naturality and compatibility results for vector bundles and associated manifolds.
Access the controlled download page →Second PhD · In progress
Analysis & modellingThis research studies fractional stochastic models with memory and delay, with applications to population dynamics.

Education in Bongor
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