gptkbp:instanceOf
|
gptkb:human
|
gptkbp:almaMater
|
gptkb:University_of_Michigan
|
gptkbp:awardReceived
|
gptkb:Leroy_P._Steele_Prize
gptkb:National_Medal_of_Science
gptkb:mathematics
|
gptkbp:dateOfBirth
|
1930-07-15
|
gptkbp:doctoralAdvisor
|
gptkb:Raoul_Bott
|
gptkbp:doctoralStudent
|
gptkb:Charles_Pugh
gptkb:David_W._Masser
gptkb:Morris_Hirsch
gptkb:Robert_Devaney
gptkb:Shelly_Harvey
gptkb:John_Guckenheimer
gptkb:Shing-Tung_Yau
|
gptkbp:employer
|
gptkb:University_of_California,_Berkeley
gptkb:University_of_Warwick
gptkb:IBM_Research
gptkb:City_University_of_Hong_Kong
|
gptkbp:field
|
gptkb:mathematics
gptkb:topology
dynamical systems
mathematical economics
differential topology
|
https://www.w3.org/2000/01/rdf-schema#label
|
Stephen Smale
|
gptkbp:influenced
|
gptkb:Charles_Pugh
gptkb:David_W._Masser
gptkb:Morris_Hirsch
gptkb:Robert_Devaney
gptkb:Shelly_Harvey
gptkb:John_Guckenheimer
gptkb:Shing-Tung_Yau
|
gptkbp:influencedBy
|
gptkb:Raoul_Bott
|
gptkbp:knownFor
|
work on chaos theory
work on topology
work on dynamical systems
work on mathematical economics
|
gptkbp:memberOf
|
gptkb:American_Academy_of_Arts_and_Sciences
gptkb:American_Mathematical_Society
gptkb:National_Academy_of_Sciences
|
gptkbp:nationality
|
gptkb:American
|
gptkbp:notableWork
|
gptkb:Morse–Smale_systems
gptkb:Poincaré_conjecture_(higher_dimensions)
gptkb:Smale's_horseshoe
gptkb:Smale_conjecture
gptkb:h-cobordism_theorem
|
gptkbp:occupation
|
gptkb:mathematician
|
gptkbp:placeOfBirth
|
gptkb:Flint,_Michigan,_USA
|
gptkbp:publishedIn
|
gptkb:Differentiable_dynamical_systems
gptkb:Mathematical_problems_for_the_next_century
A mathematical model of two cells via Turing's equation
The story of the higher dimensional Poincaré conjecture
Finding a horseshoe on the beaches of Rio
On the structure of manifolds
Topology and mechanics. I
Topology and mechanics. II
|
gptkbp:residence
|
gptkb:Berkeley,_California,_USA
gptkb:Hong_Kong
|
gptkbp:spouse
|
gptkb:Pamela_Smale
|
gptkbp:bfsParent
|
gptkb:John_W._Milnor
gptkb:John_Milnor
|
gptkbp:bfsLayer
|
4
|