A little space in Sheffield
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چکیده
1 Grant JP. The state ofthe world's childen. 1987. Oxford: Oxford University Press, 1987:37. 2 World Health Organisation. Dtarrhoea disease control programme: fifth programme report. Geneva: WHO, 1986. (WHO/CDD/86.16.) 3 Patra FC, Mahalanabis D, Jalan KN, Sen A, Banerjee P. Is oral rice electrolyte solution superior to glucose electrolyte solution in infantile diarrhoea? Arch Dis Child 1982;57:910-2. 4 Feacham RG, Koblinsky MA. Interventions for the control of diarrhoeal diseases among young children: promotion of breast feeding. Bull WHO 1984;62:271-91. 5 Feacham RG, Koblinsky MA. Interventions for the control of diarrhoeal diseases among young children: measles immunization. BuUWHO 1983;61:641-52. 6 Flewett TH. Rotavirus vaccines-achievements and prospects. Arch Dis Child 1986;61:211-2. 7 de Zoysa I, Feacham RG. Interventions for the control of diarrhoeal diseases among young children: rotavirus and cholera immunization. Bull WHO 1985;63:569-83. 8 United Nations Children's Fund/World Health Organisation Joint Committee. Study on water supply and santmation components ofprnary health care. Geneva: World Health Organisation, 1979:20-4. (JC22/UNICEF-WHO/79-3, 22nd session.) 9 Essey SA, Feacham RG, Hughes JM. Interventions for the control of diarrhoeal diseases among young children: improving water supplies and excreta disposal facilities. Bull WHO 1985;63: 757-72. 10 Gangarosa EJ, Perera DR, Mata LJ, Mendizabal-Morris C, Guzman G, Reller L. Epidemic shigh bacillus dysentery in central America. II. Epidemiologic studies in 1969.JInfectDis 1970;122: 181-90. 11 Khan MU. Interruption of shigellosis by hand-washing. Trans R Soc Trop Med Hyg 1982;76: 164-8. 12 Serva V, KarimH, EbrahimGJ. Breastfeedingand theurbanpoorindevelopingcountries.J Trop Pediatr 1986;32:127-9.
منابع مشابه
Second dual space of little $alpha$-Lipschitz vector-valued operator algebras
Let $(X,d)$ be an infinite compact metric space, let $(B,parallel . parallel)$ be a unital Banach space, and take $alpha in (0,1).$ In this work, at first we define the big and little $alpha$-Lipschitz vector-valued (B-valued) operator algebras, and consider the little $alpha$-lipschitz $B$-valued operator algebra, $lip_{alpha}(X,B)$. Then we characterize its second dual space.
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