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Paradoxical herniation associated with hyperbaric oxygen therapy after decompressive craniectomy: A case report 被引量:1
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作者 zhong-xing ye Xin-Xin Fu +6 位作者 Yang-Zong Wu Ling Lin Liang-Qi Xie Yu-Ling Hu Yi Zhou Zhu-Gui You Hai Lin 《World Journal of Clinical Cases》 SCIE 2024年第10期1793-1798,共6页
BACKGROUND Whether hyperbaric oxygen therapy(HBOT)can cause paradoxical herniation is still unclear.CASE SUMMARY A 65-year-old patient who was comatose due to brain trauma underwent decompressive craniotomy and gradua... BACKGROUND Whether hyperbaric oxygen therapy(HBOT)can cause paradoxical herniation is still unclear.CASE SUMMARY A 65-year-old patient who was comatose due to brain trauma underwent decompressive craniotomy and gradually regained consciousness after surgery.HBOT was administered 22 d after surgery due to speech impairment.Paradoxical herniation appeared on the second day after treatment,and the patient’s condition worsened after receiving mannitol treatment at the rehabilitation hospital.After timely skull repair,the paradoxical herniation was resolved,and the patient regained consciousness and had a good recovery as observed at the follow-up visit.CONCLUSION Paradoxical herniation is rare and may be caused by HBOT.However,the underlying mechanism is unknown,and the understanding of this phenomenon is insufficient.The use of mannitol may worsen this condition.Timely skull repair can treat paradoxical herniation and prevent serious complications. 展开更多
关键词 Decompressive craniectomy Hyperbaric oxygen therapy MANNITOL Paradoxical herniation Case report
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Ruin Probabilities in the Risk Process with Random Income 被引量:2
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作者 Zhen-hua Bao zhong-xing ye 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2008年第2期195-202,共8页
We extend the classical risk model to the case in which the premium income process, modelled as a Poisson process, is no longer a linear function. We derive an analog of the Beekman convolution formula for the ultimat... We extend the classical risk model to the case in which the premium income process, modelled as a Poisson process, is no longer a linear function. We derive an analog of the Beekman convolution formula for the ultimate ruin probability when the inter-claim times are exponentially distributed. A defective renewal equation satisfied by the ultimate ruin probability is then given. For the general inter-claim times with zero-truncated geometrically distributed claim sizes, the explicit expression for the ultimate ruin probability is derived. 展开更多
关键词 Beekman convolution formula Defective renewal equation Ruin probability Zero-truncated geo-metric distribution
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