Year out between undergrad to grad -- any reading worthwhile?

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Completing a degree in maths and physics and preparing for a master's in maths raises concerns about maintaining sharpness during the gap year. Engaging in general reading that enhances problem-solving skills and critical thinking is recommended, rather than focusing solely on content. Working through problems from graduate-level texts in various subfields is suggested as an effective way to stay sharp. This approach not only reinforces mathematical skills, such as variational calculus and differential equations, but also ensures readiness for advanced studies. Prioritizing problem-solving practice is emphasized as beneficial for both maths and physics-related skills.
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I've just completed my degree in maths and physics and am going for a maths masters the following year.

Am I likely to loose any sharpness in this time?

Without really knowing what modules I'll be doing and even if I did, each lecturer seems to approach a specification/ prioritise certain bits of the specification differently, so imo it's tricky to know what to read on,

or,

is there any sort of general reading that could be worthwhile in that it will continue to develop the way of thinking, rather than focusing on the content .

thanks in advance.
 
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Dr. Courtney said:
The Feynman Lectures.
Thanks for your reply.

Anyone else ?
 
It is less about the reading for general knowledge, and more about the way of thinking and problem solving IMO. Work problems from graduate level texts in each subfield at whatever pace you can manage. Read only as necessary to be able to work the problems. The more you can do before you start, the better. This method will also help you upkeep physics-related math skills (variational calculus, differential equations, linear algebra, etc) that could possibly go unused even while working a masters in math.
 
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