1995
DOI: 10.21099/tkbjm/1496162880
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On the solvability of convolution equations in $K'_{M}$

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“…[ 15–17 ] These mechanical effects result from the production of inertial cavitating bubbles or microscopic boiling bubbles. [ 18,19 ] Compared with thermal ablation, non‐thermal cavitation ablation can destroy tumor tissue by the cavitation nuclei and overcome the limitation of thermal ablation on adjacent healthy tissue damage and residual scar tissue. [ 20,21 ] In addition, fragmentation of ablation tissue results in emulsified acellular (tumor) debris that can easily be removed via drainage or absorbed as part of the physiologic healing response and thus without leaving a necrotic lesion.…”
Section: Introductionmentioning
confidence: 99%
“…[ 15–17 ] These mechanical effects result from the production of inertial cavitating bubbles or microscopic boiling bubbles. [ 18,19 ] Compared with thermal ablation, non‐thermal cavitation ablation can destroy tumor tissue by the cavitation nuclei and overcome the limitation of thermal ablation on adjacent healthy tissue damage and residual scar tissue. [ 20,21 ] In addition, fragmentation of ablation tissue results in emulsified acellular (tumor) debris that can easily be removed via drainage or absorbed as part of the physiologic healing response and thus without leaving a necrotic lesion.…”
Section: Introductionmentioning
confidence: 99%
“…In [6] ( [7], resp.) we also study the same problem in the space of distributions which grow no faster than exp(/c x p ) (exp(M(/cr)), resp.…”
mentioning
confidence: 99%