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The stability and stabilisation problems for a series of continuous stochastic singular systems with multiple time-varying delays are studied in this paper. First, a useful lemma is proposed and a delay-distribution-dependent Lyapunov functional is constructed. Then, a novel delay-distribution-dependent condition is given to ensure the unforced stochastic singular systems to be regular and impulse-free. The mean-square exponential stability of the whole system is guaranteed under the proposed lemma. As a result, a suitable feedback controller is designed via strict linear matrix inequality such that the system's stabilisation problem is guaranteed. Finally, numerical examples are illustrated to show the proposed result are less conservative than the existing ones and the potential of such technology. [ABSTRACT FROM AUTHOR]

The objective of this paper is to further improve the method of treating hemangioma with the copper needle and to standardize this method. The CHT-5302/MP copper needle therapeutic instrument has been used in a number of assorted cases. A review of 180 hemangioma cases treated by this instrument verifies that it can offer sufficient electricity for clinical use. This shows that the new treatment method offers a reliable, effective means for the treatment of high- or low-flow vascular malformations and hemangiomas. As there are no complications, it is better than previous treatments for hemangioma. It can offer an effective therapy for patients who previously could not be treated or who might require excision of limbs. [ABSTRACT FROM AUTHOR]