Polynomial energy decay rate and strong stability of Kirchhoff plates with non-compact resolvent
type: Dataset
description: Using a direct approach, we establish the polynomial energy decay rate for smooth solutions of the equation of Kirchhoff plate. Consequently, we obtain the strong stability in the absence of compactness of the resolvent of the infinitesimal operator.
landing page: 1424-3199
keyword: 93d20-35b35-35g15-74h55-74k20-93b05
keyword: infoeu-reposemanticsarticle
keyword: journal-articles
keyword: kirchhoff-plate
keyword: mathmath-apmathematics-mathanalysis-of-pdes-mathap
keyword: non-compactness
keyword: polynomial-decay-rate
keyword: strong-stability
issued: 2026-05-09T03:26:38.251534
modified: 2026-05-09T03:26:38.251539
language: en
contact point: Organization
  fn: CCSD

test_moissonnage_selune
type: Agent

Polynomial energy decay rate and strong stability of Kirchhoff plates with non-compact resolvent
type: Distribution
format: HTML
access URL: https://hal.science/hal-00088023
issued: 2026-05-09T03:26:38.256051
modified: 2026-05-09T03:26:38.242433