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Caristi’s Fixed Point Theorem in G-Cone Metric Spaces and Application
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作者 Olusola Kayode Adewale Christiana Iluno Adenike Yeside Adetowubo 《Advances in Pure Mathematics》 2022年第4期271-282,共12页
In this work, we introduce a few versions of Caristi’s fixed point theorems in G-cone metric spaces which extend Caristi’s fixed point theorems in metric spaces. Analogues of such fixed point theorems are proved in ... In this work, we introduce a few versions of Caristi’s fixed point theorems in G-cone metric spaces which extend Caristi’s fixed point theorems in metric spaces. Analogues of such fixed point theorems are proved in this space. Our work extends a good number of results in this area of research. 展开更多
关键词 Caristi’s Fixed point G-Cone Metric Spaces unique Fixed point Cauchy Sequence
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Blood-letting puncture and cupping at Dong's unique extra points for 65 cases of neck type of cervical spondylosis 被引量:3
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作者 闫晓瑞 《World Journal of Acupuncture-Moxibustion》 2012年第3期60-62,共3页
Objective To observe the clinical effect of blood-letting puncture and cupping at Chōngxiāo(冲霄 Extra) point of Dong's unique Extra-ordinary points in the treatment of neck type of cervical spondylosis.Methods S... Objective To observe the clinical effect of blood-letting puncture and cupping at Chōngxiāo(冲霄 Extra) point of Dong's unique Extra-ordinary points in the treatment of neck type of cervical spondylosis.Methods Sixty-five patients of neck type of cervical spondylosis were selected and treated with blood-letting puncture and cupping at Chōngxiāo(冲霄 Extra) point once every two or three days,three times constituted one course and two successive courses were given,then the clinical effect was evaluated.Results The curative rate was 69.2%(45/65),and the total effective rate was 92.3%(60/65).Conclusion Blood-letting puncture and cupping at Dong's Chōngxiāo(冲霄 Extra) point can be used to treat neck type of cervical spondylosis with simple manipulation and obvious efficacy. 展开更多
关键词 cervical spondylosis neck type blood-letting puncture and cupping Dong's unique extra-ordinary points
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