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What algebra textbooks should i start with The only requirement was a masters' in math Should i move on from reading algebra to trigonometry to calculus, or is there some specific sequence that is recommended
The discussion centers on whether physicists should learn mathematical proofs, particularly in the context of advanced fields like general relativity and quantum field theory I spent half of my career teaching math at a community college While some argue that understanding proofs is essential for deeper comprehension and innovation in physics, others contend that memorizing mathematical results is sufficient for practical application
The discussion centers on the relationship between mathematics and physics, highlighting that while math is essential for physics, it often serves as a tool rather than a subject of deep theoretical study
Many physicists utilize mathematical concepts without needing to prove them rigorously, focusing instead on derivations that apply to physical problems I know most students just want a bit of paper to get a job later and don't really care about issues of real understanding, but some do, some were like me and actually thought about such things Students like this really do need a proper math course. The discussion centers on the math intensity of various engineering fields, with participants sharing their insights and experiences
I am currently studying mathematical methods (second highest level of math we can possibly do, and a prerequisite for any uni engineering course), english, physics, chemistry, business management and it applications (i am in vic, australia) i dislike math and physics very much, but i love designing and building things. Explaining advanced math concepts to those with limited mathematical backgrounds can be challenging Simplifying terminology and relating concepts to familiar applications, like computer graphics for linear algebra, can enhance understanding Emphasizing the practical utility of math helps dispel the stigma that math is an arcane subject
Engaging in discussions about the beauty of mathematics.
As for being an astrophysicist, i don't know because i'm only in my final year of my bs in physics/mathematics Though it appears to be a pretty competitive field which worries me about my future prospects. Now i know that there are some areas like quantum mechanics where having a solid knowledge in linear algebra etc Is really helpful , but what's your experience
Do you think an explanation that uses the least and simplest possible math is the best ?
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