Who Are Today's Top 5 Mathematicians Destined for Greatness?

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SUMMARY

The discussion identifies five contemporary mathematicians likely to be regarded as future greats alongside historical figures like Gauss and Euler. The prominent names mentioned include Alexander Grothendieck, Jean-Pierre Serre, Alain Connes, David Mumford, and Terry Tao. Additionally, Grigory Perelman and Andrew Wiles are recognized for their significant contributions, while Ed Witten's potential impact on mathematics through string theory is noted. The conversation emphasizes the importance of these mathematicians in shaping the future of mathematical thought.

PREREQUISITES
  • Familiarity with modern mathematical concepts and theories
  • Understanding of the contributions of historical mathematicians like Hilbert and Poincaré
  • Knowledge of string theory and its implications in mathematics
  • Awareness of contemporary mathematical research and its leading figures
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  • Research the contributions of Alexander Grothendieck to algebraic geometry
  • Explore the work of Terry Tao in harmonic analysis and partial differential equations
  • Study the significance of Grigory Perelman's proof of the Poincaré Conjecture
  • Investigate the implications of Ed Witten's research in string theory on mathematics
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Mathematicians, students of mathematics, and anyone interested in the evolution of mathematical thought and the contributions of contemporary figures in the field.

kramer733
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Who are the current greats that will go down as "Gods equal to Gauss, Euler, etc.)?

Each generation of mathematics (dunno how long a generation is) have great mathematicians. Last generation was Hilbert, Poincare, cantor, and prolly 1-2 more. a lot of the works that these mathematicians have done are the building blocks for the mathematics of today. They paved new insight to mathematics.

My question is, who are the top 5 mathematicians of today that will be listed as the greats equal to the other big names?
 
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Grothendieck, Serre, Connes, Mumford. These are my current mathematical Gods :!)
 


Paul Erdos (not exactly current generation but close); probably Terry Tao if he does more stuff like before but he has a long way to go; of course Grigory Perelman and Andrew Wiles will go down as greats for the individual but very important results; Ed Witten will be like Hilbert or von Neumann if string theory pans out;
 

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