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From Wikipedia, the free encyclopedia
Stefano Bianchini
Born1970 (age 53–54)
NationalityItalian
Alma mater International School for Advanced Studies
Awards EMS Prize (2004)
Vinti Prize (2006)
Scientific career
FieldsMathematics
Doctoral advisor Alberto Bressan

Stefano Bianchini (born 1970) is an Italian mathematician known for his research on partial differential equations. He won the 2004 EMS Prize for his contributions to the theory of discontinuous solutions of one-dimensional hyperbolic conservation laws. [1]

Bianchini earned his PhD from the International School for Advanced Studies in 2000, under supervision of Alberto Bressan. Along with Bressan, he co-authored a paper that led to the solution of the long-standing problem of stability and convergence of vanishing viscosity approximations. [2]

References

  1. ^ "EMS Prizes".
  2. ^ Bianchini, Stefano; Bressan, Alberto (2005). "Vanishing viscosity solutions of nonlinear hyperbolic systems". Annals of Mathematics. 161 (1): 223–342. arXiv: math/0111321. doi: 10.4007/annals.2005.161.223. MR  2150387. S2CID  119688355. Zbl  1082.35095.

External links


From Wikipedia, the free encyclopedia
Stefano Bianchini
Born1970 (age 53–54)
NationalityItalian
Alma mater International School for Advanced Studies
Awards EMS Prize (2004)
Vinti Prize (2006)
Scientific career
FieldsMathematics
Doctoral advisor Alberto Bressan

Stefano Bianchini (born 1970) is an Italian mathematician known for his research on partial differential equations. He won the 2004 EMS Prize for his contributions to the theory of discontinuous solutions of one-dimensional hyperbolic conservation laws. [1]

Bianchini earned his PhD from the International School for Advanced Studies in 2000, under supervision of Alberto Bressan. Along with Bressan, he co-authored a paper that led to the solution of the long-standing problem of stability and convergence of vanishing viscosity approximations. [2]

References

  1. ^ "EMS Prizes".
  2. ^ Bianchini, Stefano; Bressan, Alberto (2005). "Vanishing viscosity solutions of nonlinear hyperbolic systems". Annals of Mathematics. 161 (1): 223–342. arXiv: math/0111321. doi: 10.4007/annals.2005.161.223. MR  2150387. S2CID  119688355. Zbl  1082.35095.

External links



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