What is your guiding principle(s) for solving math problems?

What is your guiding principle(s) for solving math problems?

Postby Guest » Sun Nov 27, 2022 8:58 pm

What is your guiding principle(s) for solving math problems?

Hmm. I have some ideas, but I want to know your views on problem-solving. And I promise to share my views later. Thank you! :)
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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Tue Nov 29, 2022 1:23 am

"We must know. We will know!" -- David Hilbert.

"Simple seeks simplest (best) solution." :)

Relevant Links:

Occam’s razor;

Hilbert's twenty-fourth problem.
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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Fri Mar 24, 2023 10:54 am

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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Wed Jul 26, 2023 8:04 pm

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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Sun Nov 12, 2023 10:09 pm

A Good Idea:

Use Google to explore:

1. The Psychology of Thinking

2. The Psychology of Learning and Problem Solving

Good Luck! :)
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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Wed Nov 22, 2023 10:15 am

Guest wrote:What is your guiding principle(s) for solving math problems?

Hmm. I have some ideas, but I want to know your views on problem-solving. And I promise to share my views later. Thank you! :)


Be sure you comprehend the question the issue is asking before you start doing any computations. Determine the essential details and what you must look for. Think about the most effective method for resolving the issue. This might entail dissecting intricate issues into smaller, easier-to-manage components. And keep in mind that making errors is a normal aspect of learning. When you make a mistake, spend some time figuring out what went wrong and how to fix it. This might be a useful step in the educational process.
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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Wed Nov 22, 2023 10:19 am

Yes, those are very great points! Comprehending the inquiry and decomposing intricate issues are essential measures in proficiently addressing concerns. Being able to break down an issue into smaller, more manageable components is an important skill since it makes problem solving more methodical and structured. It's also a positive mentality to accept errors as a necessary element of learning. Acknowledging mistakes makes understanding stronger and promotes progress all around. I appreciate you supplying these insightful ideas!
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Re: What is your guiding principle(s) for solving math probl

Postby Guest » Wed Mar 06, 2024 11:29 pm

Guest wrote:A Good Idea:

Use Google to explore:

1. The Psychology of Thinking

2. The Psychology of Learning and Problem Solving

Good Luck! :)


FYI: The Mathematician's Mind:
The Psychology of Invention in the Mathematical Field
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