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(i) If, then is sign changing.
The function (K xi)) may be sign changing on Ω.
We define a sign changing nonlinearity as follows: (4.2).
The result from Bartsch-Wang [5] suggested that (1.2) should have one sign changing solution.
Similar(56)
Then u is sign-changing.
However, here we study the more general initial data that satisfy (1.4) and are sign-changing.
The nonlinear term f may take negative values and the nonlinearity may be sign-changing.
Moreover, W ( n, x ) is also allowed to be sign-changing.
(V x)) and (f x,u u) are both allowed to be sign-changing.
In particular, (L t)) and (W t, x)) are allowed to be sign-changing.
To cover all sign-changing shifts year-round requires a staff of three.
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