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Jul
5
revised Evaluating decay rate with trigonometric explanation
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Jul
5
revised Evaluating decay rate with trigonometric explanation
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Jul
5
comment Evaluating decay rate with trigonometric explanation
No. The authors are talking about the envelope of the field. You know that $|\phi| \le A_0/(1 + 2 t^2/R^4)^{3/4}$, so the field will oscillate between these values.
Jul
5
answered Evaluating decay rate with trigonometric explanation
Jul
5
comment combination into an aggregate equation
@ComplexGuy In what context does the superimposition principle is refered? If you mean putting two oscillons together, then my guess is that the approximations should be done with a two-peak like function.
Jul
5
revised combination into an aggregate equation
added 1 characters in body; edited tags
Jul
5
answered combination into an aggregate equation
Jul
5
comment Complex integral - winding number
This is incorrect, as you are going around the singularity two times.
Jul
5
comment combination into an aggregate equation
This is a completely ill posed question. You are not giving all the information needed to derive the last equation which, by the way, is not correct. What have you done? Where are you stuck? Have you tried something? It looks like a trivial substitution to me.
Jul
5
comment Solve the following differential equations by converting to Clairaut's form through suitable substitutions.
@Vish.Math What book is that?
Jul
5
revised Solve the following differential equations by converting to Clairaut's form through suitable substitutions.
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Jul
5
revised Solve the following differential equations by converting to Clairaut's form through suitable substitutions.
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Jul
5
revised Solve the following differential equations by converting to Clairaut's form through suitable substitutions.
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Jul
5
answered Solve the following differential equations by converting to Clairaut's form through suitable substitutions.
Jul
2
comment Green function Sturm Liouville equation problem …
possible duplicate of Small doubt Green's functions
Jul
2
revised Green function - i need same HELP
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Jul
2
revised Green function - i need same HELP
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Jul
2
answered Green function - i need same HELP
Jul
2
revised Green function - i need same HELP
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Jul
2
answered Uniqueness of weight function.