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OK-432(Picibanilⓡ)와 외과적 절제술을 이용한 선천성 림프관종의 치험례
김일규,이성호,오성섭,최진호,오남식,김왕식,임영일,양동환 대한악안면성형재건외과학회 2001 Maxillofacial Plastic Reconstructive Surgery Vol.23 No.3
Lymphangiomas are relatively rare benign tumors of the lymphatic system, characterized by congenital lymphatic malformation such as anastomosis or obstuction of the lymphatic channels. There are most frequently diagnosed in children younger than 3years. In contrast to that of the hemangioma, the sex distribution of the lymphangioma is nearly evenly divided. The head and neck lymphangioma represents about 70∼75% of all lymphangiomas, and they are difficult to manage. Spontaneous regression is rare, and rapid intermittent enlargement occurs secondary to infection or trauma. Enlargement may cause serious sequelae such as airway obstruction, feeding difficulties, and cosmetic problems. Treatments previously used for lymphangiomas include surgical excision and intralesional injection of sclerosants. Problems associated with surgical excision include the risk of cosmetically unacceptable scarring and the risk of damage to surrounding vital stricture and the high risk of incomplete excision. The sclerosants previously used have numerous other local and systemic side effects. This report describes a case that was successfully treated using OK-432 as a new sclerosant drug and secondary surgical excision for congential cavenous lymphangioma extensively enlarged to tongue, mouth floor and submandibular region.
THE MCSHANE INTEGRAL OF BANACH SPACE-VALUED FUNCTIONS
Dong-Il Rim,Yung-Jinn Kim 충청수학회 2004 충청수학회지 Vol.17 No.2
In this paper, we investigate the relations between the McShane and Pettis integrals.
ON CONVERGENCE THEOREMS FOR HENSTOCK INTEGRALS
DONG IL RIM,WON KyU KIM 충청수학회 2002 충청수학회지 Vol.15 No.1
In this paper we prove a controlled convergence theorem for the Henstock integral by using the new conditions.
Rim, Dong Il 충청수학회 1991 충청수학회지 Vol.4 No.1
In this paper, we show that uniform integrability is equivalent to convergence to a ${\mu}$-integrable function f in $L_1$ for ${\mu}$-integrable functions in the sense of the integral defined by Lewis.
On the Asymptotic Martingales of Weakly Measurable Pettis Integrable Random Variables
Rim, Dong Il 충청수학회 1990 충청수학회지 Vol.3 No.1
In this paper, we obtain conditions which are sufficient to insure convergence of these amarts in the weak topology of E.
ON UNIFORM CONVERGENCE THEOREMS FOR THE INTERIOR INTEGRAL
Dong-Il Rim,Yung-Jinn Kim 충청수학회 2006 충청수학회지 Vol.19 No.4
In this paper, we introduce interior integral and prove uniform convergence theorems for the interior integral.
DONG IL RIM,WON KYU KIM 충청수학회 1999 충청수학회지 Vol.12 No.1
In this paper we prove a controlled convergence theorem for the Henstock integral by using new conditions.