Jonathan Mboyo Esole

Jonathan Mboyo Esole's AcademicInfluence.com Rankings

Mathematics

#6937

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#9523

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Measure Theory

#5292

World Rank

#6262

Historical Rank

mathematics Degrees

Jonathan Mboyo Esole

Physics

#8721

World Rank

#11003

Historical Rank

physics Degrees

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Mathematics
Physics

Jonathan Mboyo Esole's Degrees

Masters Applied Mathematics Stanford University
Bachelors Mathematics University of California, Berkeley

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Why Is Jonathan Mboyo Esole Influential?

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According to Wikipedia, Jonathan Mboyo Esole is an associate professor of mathematics at Northeastern University. He works on the geometry of string theory. Early life and career Esole was born in Kinshasa and attended Collège Boboto. He moved to Belgium at the age of three and did not return to the Congo for six years. He studied at the Free University of Brussels, the same university his father had attended. In his thesis, Unicité de la supergravité D=4 N=1 par les méthodes BRST, he demonstrated the uniqueness of N=1 supergravity in four spacetime dimensions with minimal assumptions using homological methods. This was a major result in the field as it showed that under mild assumptions that if a free graviton is coupled to a particle of spin 3/2, the only consistent theory will have supersymmetry..

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Jonathan Mboyo Esole's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

D-brane Deconstructions in IIB Orientifolds (2008) (184)
Small resolutions of SU(5)-models in F-theory (2011) (164)
New orientifold weak coupling limits in F-theory (2009) (77)
Singularities and Gauge Theory Phases (2014) (70)
Chern Class Identities from Tadpole Matching in Type IIB and F-Theory (2007) (68)
D5 elliptic fibrations: non-Kodaira fibers and new orientifold limits of F-theory (2011) (61)
Singularities and Gauge Theory Phases II (2014) (53)
A New Model for Elliptic Fibrations with a Rank One Mordell-Weil Group: I. Singular Fibers and Semi-Stable Degenerations (2014) (51)
Stability of warped AdS3 vacua of topologically massive gravity (2009) (51)
Euler Characteristics of Crepant Resolutions of Weierstrass Models (2017) (44)
The Geometry of the SU(2) × G2-model (2018) (39)
A note on the uniqueness of D = 4, N = 1 supergravity (2001) (35)
Tate form and weak coupling limits in F-theory (2012) (34)
The Geometry of G$_2$, Spin(7), and Spin(8)-models (2017) (34)
Flopping and Slicing: SO(4) and Spin(4)-models (2018) (30)
Mordell-Weil Torsion, Anomalies, and Phase Transitions (2017) (30)
Singular Geometry and Higgs Bundles in String Theory (2017) (28)
M-theory on Elliptic Calabi-Yau Threefolds and 6d Anomalies (2015) (27)
The Geometry of SO(3), SO(5), and SO(6) models (2019) (23)
D-term cosmic strings from N=2 supergravity (2005) (23)
The Geometry of F$_4$-Models (2017) (19)
Characteristic numbers of elliptic fibrations with non-trivial Mordell-Weil groups (2018) (18)
Incidence geometry in a Weyl chamber I: GLn (2015) (14)
Introduction to Elliptic Fibrations (2017) (13)
Characteristic numbers of crepant resolutions of Weierstrass models (2018) (13)
The Unphysical nature of the SL(2,R) symmetry and its associated condensates in Yang-Mills theories (2003) (12)
Incidence geometry in a Weyl chamber II: SLn (2020) (8)
D$_4$-flops of the E$_7$-model (2018) (7)
The suspended pinch point and SU(2)×U(1) gauge theories (2019) (5)
48 Crepant Paths to $\text{SU}(2)\!\times\!\text{SU}(3)$ (2019) (5)
Matter representations from geometry: under the spell of Dynkin (2020) (5)
Crepant Paths to SU ( 2 ) × SU ( 3 ) (2019) (4)
Renormalisability of gauge invariant extensions of the squared gauge potential (2004) (4)
The Non-Local Massive Yang-Mills Action as a Gauged Sigma Model (2004) (3)
Half-BPS cosmic string in = 2 supergravity in the presence of a dilaton (2007) (3)
Flopping and slicing: $\operatorname{SO}(4)$ and $\operatorname{Spin}(4)$-models (2019) (3)
Half-BPS cosmic string in Script N = 2 supergravity in the presence of a dilaton (2006) (2)
USp(4)-models (2019) (2)
The suspended pinch point and SU($2$)$\times$U($1$) gauge theories (2019) (1)
Flops and Fibral Geometry of E$_7$-models (2020) (1)
The Geometry of the SU(2) × G2-model (2019) (0)
Orientiholes The Harvard community has made this article openly available. Please share how this access benefits you. Your story matters (2009) (0)
Tate form and weak coupling limits in F-theory (2013) (0)
Fayet iliopoulos terms and bps cosmic strings in n= super gravity (2002) (0)
D‐term cosmic strings and Fayet‐Iliopoulos terms from N = 2 supergravity (2006) (0)
Remarks on the non-local gauge invariant extensions of $A^2$ (2004) (0)

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