Global Existence and Blow-Up for Wave Equations with Weighted Nonlinear Terms in One Space Dimension

スポンサーリンク

概要

• 論文の詳細を見る

• We consider the initial value problem for wave equations with weighted nonlinear terms in one space dimension. Under the assumption that the initial data and nonlinearity are odd functions, we are able to show global existence of small amplitude solutions. We also prove that symmetric assumptions on the initial data are necessary to obtain the global solution, by showing a blow-up result.

• 東北大学大学院情報科学研究科の論文

東北大学大学院情報科学研究科 | 論文

• The Fragmentation of the Global and the Integration of the Local: Exploring the Links between Global Governance and Regionalism in a 'Partially Globalized World'
• Limit Theorems for the Average Distance and the Degree Distribution of the Threshold Network Model
• Survey of the Theories for Analogue of Wiener Measure Space
• Pseudo Temperature of Observed Data
• Development of a Japanese Version of the Object-Spatial Imagery Questionnaire (J-OSIQ)

もっと見る

スポンサーリンク