Geodesic
Exploring the unknown: The work of Louis Nirenberg on partial differential equations
Tristan Rivière1
1ETH Zürich, Switzerland
EMS surveys in mathematical sciences, Volume 9 (2022) no. 1, pp. 1-29

See the original article notice from the EMS Press source

Partial differential equations are central objects in the mathematical modeling of natural and social sciences (sound propagation, heat diffusion, thermodynamics, electromagnetism, elasticity, fluid dynamics, quantum mechanics, population growth, finance, etc.). They were for a long time restricted only to the study of natural phenomena or questions pertaining to geometry, before becoming over the course of time, and especially in the last century, a field in itself.
DOI: 10.4171/emss/52
Classification: 35-XX, 53-XX, 58-XX, 70-XX
Keywords: Partial differential equations, geometric analysis, calculus of variations

Tristan Rivière  1

1 ETH Zürich, Switzerland 
Tristan Rivière. Exploring the unknown: The work of Louis Nirenberg on partial differential equations. EMS surveys in mathematical sciences, Volume 9 (2022) no. 1, pp. 1-29. doi: 10.4171/emss/52
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