On the Equation div( | ∇u | p-2 ∇u) + λ | u | p-2 u = 0 (Q3199896): Difference between revisions

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@@ Property / full work available at URL @@
+https://doi.org/10.2307/2048375
@@ Property / full work available at URL: https://doi.org/10.2307/2048375 / rank @@
+Normal rank
@@ Property / OpenAlex ID @@
+W2030210229
@@ Property / OpenAlex ID: W2030210229 / rank @@
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@@ Property / Recommended article @@
+On the equation \(\Delta u+x\cdot \nabla u+f(u)=0\)
+Normal rank
+Similarity Score: 0.91688514Amount 0.91688514
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+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+On the initial boundary-value problem for \(u_ t-\text{div}(| \nabla u| ^{p-2}\nabla u)=0\)
+Normal rank
+Similarity Score: 0.9134817Amount 0.9134817
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+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+Addendum to On the Equation div( | ∇u | p-2 ∇u) + λ | u | p-2 u = 0"
+Normal rank
+Similarity Score: 0.91208094Amount 0.91208094
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+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+On the equation \(\Delta u+K(x)u^{{{n+2}\over{n-2}}\pm\varepsilon^ 2}=0\) in \(\mathbb{R}^ n\)
+Normal rank
+Similarity Score: 0.90547144Amount 0.90547144
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+Recommender Run: Recommender Run 3
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+On the solvability of the equation \( \text{div} \, u=f\) in \(L^1\) and in \(C^0\)
+Normal rank
+Similarity Score: 0.89832616Amount 0.89832616
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+.89832616
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+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+Q5846635
@@ Property / Recommended article: Q5846635 / rank @@
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@@ Property / Recommended article: Q5846635 / qualifier @@
+Similarity Score: 0.89517224Amount 0.89517224
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+.89517224
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@@ Property / Recommended article: Q5846635 / qualifier @@
+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+On the equation \(\nabla u=uV\)
@@ Property / Recommended article: On the equation \(\nabla u=uV\) / rank @@
+Normal rank
@@ Property / Recommended article: On the equation \(\nabla u=uV\) / qualifier @@
+Similarity Score: 0.8945888Amount 0.8945888
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+.8945888
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@@ Property / Recommended article: On the equation \(\nabla u=uV\) / qualifier @@
+Recommender Run: Recommender Run 3
@@ Property / Recommended article @@
+On the Dirichlet problem involving the equation \(-\Delta _pu=\lambda u^{s - 1}\)
+Normal rank
+Similarity Score: 0.8941445Amount 0.8941445
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+Recommender Run: Recommender Run 3
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+The Cauchy problem for ut = div(|▿u|p−2▿u) when
+Normal rank
+Similarity Score: 0.893566Amount 0.893566
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+.893566
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+Recommender Run: Recommender Run 3
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+Q3477283
@@ Property / Recommended article: Q3477283 / rank @@
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@@ Property / Recommended article: Q3477283 / qualifier @@
+Similarity Score: 0.8918606Amount 0.8918606
Unit 1
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+.8918606
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@@ Property / Recommended article: Q3477283 / qualifier @@
+Recommender Run: Recommender Run 3