Quote Regarding Choosing A Coordinate System

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SUMMARY

The discussion centers around a quote attributed to a professor regarding the selection of coordinate systems in linear algebra, specifically paraphrased as "A true gentleman never picks a coordinate system." This statement reflects the concept that there are no preferred inertial frames in physics and mathematics. Participants seek to identify the original source of this quote and clarify its implications in the context of linear algebra, particularly the transition towards generalizing results beyond specific coordinate systems.

PREREQUISITES
  • Understanding of linear algebra concepts
  • Familiarity with coordinate systems and their applications
  • Basic knowledge of inertial frames in physics
  • Ability to interpret philosophical implications in mathematical contexts
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  • Research the concept of "inertial frames" in physics
  • Explore the implications of coordinate system independence in linear algebra
  • Investigate the historical context of quotes related to mathematics and physics
  • Study the transition from specific coordinate systems to generalized mathematical frameworks
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Students of mathematics and physics, educators in linear algebra, and anyone interested in the philosophical aspects of mathematical frameworks.

Bashyboy
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Hello everyone,

During my linear algebra, my professor had said that a true gentleman never picks a coordinate system, or something along those lines. He alluded to the person who said it, but I did not quite grasp who it was. I was wondering if anyone might know who said this.

Thank you.
 
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It sounds like a paraphrase of, "There are no preferred inertial frames." But do you know what your prof meant by it? Knowing that could help get to the source.
 
He was discussing how in Linear Algebra we will begin to move away from using coordinate systems, and generalizing our results (I believe this is what he said; he said it sort of glancingly).
 

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