Florin Diacu | Academic Influence

Florin Diacu's AcademicInfluence.com Rankings

Florin Diacu

Mathematics

#3507

World Rank

#5158

Historical Rank

Measure Theory

#4031

World Rank

#4752

Historical Rank

mathematics Degrees

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Mathematics

Florin Diacu's Degrees

PhD Mathematics University of Bucharest
Masters Mathematics University of Bucharest
Bachelors Mathematics University of Bucharest

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Why Is Florin Diacu Influential?

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According to Wikipedia, Florin Nicolae Diacu was a Romanian Canadian mathematician and author. Education and career He graduated with a Diploma in Mathematics from the University of Bucharest in 1983. Between 1983 and 1988 he worked as a math teacher in Mediaș. In 1989 he obtained his doctoral degree at the Heidelberg University in Germany with a thesis in celestial mechanics written under the direction of Willi Jäger.

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Florin Diacu'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

The n-Body Problem in Spaces of Constant Curvature. Part I: Relative Equilibria (2008) (94)
Relative Equilibria of the Curved N-Body Problem (2012) (88)
The n-Body Problem in Spaces of Constant Curvature. Part II: Singularities (2012) (82)
Homographic solutions of the curved 3-body problem (2010) (65)
Polygonal Homographic Orbits of the Curved n-Body Problem (2010) (62)
ON THE SINGULARITIES OF THE CURVED n-BODY PROBLEM (2008) (61)
Near-Collision Dynamics for Particle Systems with Quasihomogeneous Potentials (1996) (60)
Relative Equilibria in the 3-Dimensional Curved-n-Body Problem (2011) (60)
The solution of the n-body problem (1996) (56)
An intrinsic approach in the curved n-body problem: The negative curvature case (2011) (55)
Mathematical Discoveries. (Book Reviews: Celestial Encounters. The Origins of Chaos and Stability.) (1996) (53)
The global flow of the Manev problem (1996) (51)
Phase-space structure and regularization of Manev-type problems (2000) (49)
On the anisotropic Manev problem (1999) (46)
Saari's conjecture for the collinear $n$-body problem (2004) (42)
On the stability of tetrahedral relative equilibria in the positively curved 4-body problem (2012) (40)
Rotopulsators of the curved N-body problem (2012) (37)
The Classical N-body Problem in the Context of Curved Space (2014) (33)
The planar isosceles problem for Maneff's gravitational law (1993) (31)
The Manev two-body problem: quantitative and qualitative theory (1994) (29)
Central Configurations of the Curved N-Body Problem (2016) (29)
Rectangular orbits of the curved 4-body problem (2013) (27)
Central configurations and total collisions for quasihomogeneous n-body problems (2006) (26)
Classical and celestial mechanics : the Recife lectures (2002) (26)
The Curved N-Body Problem: Risks and Rewards (2013) (23)
The Kepler problem with anisotropic perturbations (2005) (22)
Singularities of the n-body problem : an introduction to celestial mechanics (1992) (22)
Nonintegrability and chaos in the anisotropic Manev problem (2000) (21)
The non-existence of centre-of-mass and linear-momentum integrals in the curved N-body problem (2012) (21)
All the Lagrangian relative equilibria of the curved 3-body problem have equal masses (2014) (20)
On the global dynamics of the anisotropic Manev problem (2002) (20)
Painlevé’s conjecture (1993) (19)
Stability of Fixed Points and Associated Relative Equilibria of the 3-Body Problem on $${\mathbb {S}}^1$$S1 and $${\mathbb {S}}^2$$S2 (2016) (17)
Saari's Homographic Conjecture of the Three-Body Problem (2008) (17)
Bifurcations of the Lagrangian orbits from the classical to the curved 3-body problem (2015) (16)
Celestial Encounters (1996) (16)
Chaos in the Gyldén problem (1998) (14)
Two‐Body Problems with Drag or Thrust: Qualitative Results (1999) (13)
The masses in a symmetric centered solution of the n-body problem (1990) (11)
Regularization of partial collisions in the $N$-body problem (1992) (9)
Order and chaos : an introduction to differential equations (2000) (8)
Stability in the anisotropic Manev problem (2000) (7)
The N-body problem in spaces with uniformly varying curvature (2017) (5)
Superhyperbolic expansion, noncollision singularities and symmetry configurations (1994) (5)
On the planar syzygy solutions of the 3-body problem (1989) (5)
The n-Body Problem in Spaces of Constant Curvature. Part I: Relative Equilibria (2012) (5)
Megadisasters: The Science of Predicting the Next Catastrophe (2009) (4)
Stability of Fixed Points and Associated Relative Equilibria of the 3-Body Problem on S 1 and S 2 (2016) (4)
Some regularization in the N‐body problem (1987) (4)
The continuous transition of Hamiltonian vector fields through manifolds of constant curvature (2015) (4)
Poincaré and the Three-Body Problem. By June Barrow-Green (1999) (4)
Relative Equilibria in Curved Restricted 4-body Problems (2018) (3)
On the validity of Mucket-Treder gravitational law (1992) (3)
Improbability of collinear solutions in the n-body problem with generalized attraction law (1988) (3)
On the dynamics of the Langmuir problem (2003) (3)
The Newtonian n-Body Problem in the Context of Curved Space (2015) (3)
The Vlasov–Poisson System for Stellar Dynamics in Spaces of Constant Curvature (2015) (3)
Variational property of periodic Kepler orbits in constant curvature spaces (2019) (3)
Megadisasters : predicting the next catastrophe (2009) (3)
A generic property of the bounded syzygy solutions (1992) (2)
VARIATIONAL PROPERTY OF KEPLERIAN ORBITS BY MASLOV-TYPE INDEX (2018) (2)
Wintner's collinear and flat solutions are nowhere dense (1988) (2)
A century-long loop (2000) (2)
ALMOST ALL 3-BODY RELATIVE EQUILIBRIA ON S 2 AND H 2 ARE INCLINED (2019) (2)
Almost all 3-body relative equilibria on \begin{document}$ \mathbb S^2 $\end{document} and \begin{document}$ \mathbb H^2 $\end{document} are inclined (2020) (2)
Tame and chaotic behavior in the planar isosceles 3-body problem (1990) (2)
Regularization of Binary Collisions for Quasihomogeneous Potentials (2003) (1)
CREATIVE WRITING IN MATHEMATICS AND SCIENCE (2014) (1)
Regular Polygonal Equilibria on S 1 and Stability of the Associated Relative Equilibria (2020) (1)
Orbital Anomalies (2009) (1)
Periodic Orbits of Langmuir's Atom (2001) (1)
The masses in a symmetric solution of the four body problem (1989) (1)
The n-Body Problem in Spaces of Constant Curvature. Part II: Singularities (2012) (1)
Singularities of planar symmetric four-body problems (1991) (1)
Collisions have positive measure (1993) (0)
9. Models and Prediction How Far Can We Go (2010) (0)
REGULAR POLYGONAL EQUILIBRIUM CONFIGURATIONS ON S AND STABILITY OF THE ASSOCIATED RELATIVE EQUILIBRIA (2019) (0)
The use of coordinate systems before descartes (2016) (0)
Chaos in the Glydén problem (1997) (0)
Free-market prices tend to equilibria (1997) (0)
Relative Equilibria (RE) (2012) (0)
Mathematical methods in the study of historical chronology (2013) (0)
Time (2012) (0)
2. Land in Upheaval Earthquakes (2010) (0)
3. Chimneys of Hell Volcanic Eruptions (2010) (0)
The Vlasov–Poisson System for Stellar Dynamics in Spaces of Constant Curvature (2016) (0)
Preface (2020) (0)
Problems: 10361-10367 (1994) (0)
1. Walls of Water Tsunamis (2010) (0)
Positive Elliptic-Elliptic RE (2012) (0)
7. Economic Breakdown Financial Crashes (2010) (0)
Positive Elliptic RE (2012) (0)
8. Tiny Killers Pandemics (2010) (0)
The Birth of Celestial Mechanics (2008) (0)
A model with correction term for the helium atom (1993) (0)
Singularuties of the Newtonian N-body problem (2005) (0)
Finite Versus Infinite in Singularity Dynamics (2000) (0)
Roots of Modern Technology: An Elegant Survey of the Basic Mathematical and Scientific Concepts by Siegfried Wendt (2012) (0)
HARETU AND THE STABILITY OF THE SOLAR SYSTEM (2009) (0)
The Curved N-Body Problem: Risks and Rewards (2013) (0)
5. Mutant Seasons Rapid Climate Change (2010) (0)
Singularities of the 𝑁-Body Problem (2020) (0)
Collision and Near-Collision Orbits in Post-Newtonian Gravitational Systems (1993) (0)
Saari’s Conjecture (2012) (0)
Filling up the Gasoline Tank Using Mathematics to Understand Disease (2013) (0)
Roots of Modern Technology: An Elegant Survey of the Basic Mathematical and Scientific Concepts by Siegfried Wendt (2012) (0)
Communications in Mathematical Physics The Vlasov – Poisson System for Stellar Dynamics in Spaces of Constant Curvature (2016) (0)
Fixed Points (FP) (2012) (0)
Three Poems: 'Time', 'Arnold Diffusion', 'Zeros' (2013) (0)
6. Earth in Collision Cosmic Impacts (2010) (0)
Prologue: Glimpsing the Future (2010) (0)
Saari’s Conjecture in Celestial Mechanics (2008) (0)
Central Configurations of the Curved N-Body Problem (2018) (0)
Lagrangian and Eulerian RE (2012) (0)
On the Existence of Celestial Bodies with Unpredictable Motion in the Solar System and on the Kirkwood (1992) (0)
Megadisasters: The Science of Predicting the Next Catastrophe20105Megadisasters: The Science of Predicting the Next Catastrophe. Princeton, NJ: Princeton University Press 2010. 195 pp., ISBN: 978‐0‐691‐13350‐8 $24.95 (hardcover) www.press.princeton.edu (2010) (0)
4. Giant Whirlwinds Hurricanes, Cyclones, and Typhoons (2010) (0)
Two-body problems with drag: qualitative results (1998) (0)
Equations of motion (2012) (0)

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