Kink solution of 2-dimensional equation, how to be stable?

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The discussion centers on understanding the stability of kink solutions in two-dimensional equations, specifically addressing the issue of two vacuum points being unable to be identical. Participants seek clarification on the question posed, requesting more context and detail to facilitate a better understanding. There is an emphasis on the need for specific book references to provide a clearer framework for the discussion. The conversation highlights the importance of precise communication in mathematical inquiries. Overall, the thread aims to deepen comprehension of the stability conditions for kink solutions.
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Some book account for the reason that two vacuum points cann't be the same, how I understand it more easily?
 
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It's not clear (to me at least) what you are talking about. Can you state your question with more detail and full context. If there's a book reference, tell us what book.
 
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