New Applications of the Incompressibility Method: Part II
Harry Buhrman (CWI), Tao Jiang (McMaster U.), Ming Li (U of Waterloo),, Paul Vitanyi (CWI, U of Amsterdam)
TL;DR
This paper demonstrates the versatility of the incompressibility method by providing new simple proofs across various areas, highlighting its power and elegance.
Contribution
It introduces novel simple proofs using the incompressibility method, expanding its applications and showcasing its effectiveness.
Findings
New simple proofs established in multiple areas
Demonstrates the power and elegance of the incompressibility method
Highlights the broad applicability of the technique
Abstract
The incompressibility method is an elementary yet powerful proof technique. It has been used successfully in many areas. To further demonstrate its power and elegance we exhibit new simple proofs using the incompressibility method.
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Taxonomy
TopicsElasticity and Material Modeling · Advanced Numerical Methods in Computational Mathematics · Computational Fluid Dynamics and Aerodynamics