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301“... nonlinear system containing the ($p(x)-q(x))$ laplacian operators using as main argument the mountain pass...”
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302“... by symmetric mountain pass theorem, which extend the results in the related study. An example is also given...”
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303“... BVP. We use the Mountain Pass Lemma to get an existence result for the problem, whose linear part...”
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304“... for the equations by using the symmetric mountain pass lemma. Recent results in the literature are greatly improved....”
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305“... the fractional p-Laplacian. By means of Kajikiya's new version of the symmetric mountain pass lemma, we obtain...”
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306“... with respect to 𝑢 at infinity. Using an equivalent version of Cerami's condition and the symmetric mountain...”
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“...-sup solution method, Fucík spectrum, mountain pass theorem, degree theorem together with suitable...”
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309“... is superlinear at infinity, we apply the mountain pass theorem and Morse theory....”
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311“...,u in Ω,u=0, on ∂Ω. By using the mountain pass theorem, we get the existence results of weak...”
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312by Fanny Robles“..., in the in-between space of the mountain pass. The first part of the analysis looks at the historical reality...”
Published 2018-06-01
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313“... at least two different solutions by applying the mountain pass theorem and Ekeland’s variational principle...”
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314“...'s variational principle and the Mountain Pass Theorem in critical point theory....”
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315“...By applying a variant version of Mountain Pass Theorem in critical point theory, we prove...”
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316“...By establishing the corresponding variational framework and using the mountain pass theorem...”
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317by Galewski Marek“... of Palais-Smale sequence obtained in the mountain pass theorem due to Rabier....”
Published 2020-08-01
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318“... in presence of a Hardy potential. By using a suitable version of the symmetric mountain-pass lemma due...”
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319“... the famous mountain pass lemma without the Ambrosetti–Rabinowitz condition. Finally, by a recent critical...”
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320“... variational tecniques and especially the Ambrosetti-Rabinowitz’s “Mountain Pass Lemma”....”
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