54,557 research outputs found

    STREAM Journal, Vol. 2, No. 1, pp 1-18. January-March 2003

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    CONTENTS: Learning insights from the Fisheries Resource Management Project, by Tee-Jay A San Diego. An orientation on the SIAD approach and participatory local development planning, by Elizabeth M. Gonzales. Group-building, production success and the struggle to prevent capture of the resource, by B.K. Sahay, K.P. Singh and S.N. Pandeya. Urban agriculture, water reuse and local economies: case study of coastal riverine Settlements of Ondo State, Nigeria, by Yemi Akegbejo-Samsons. Livelihoods analysis: actual experience from using PRA, by Pham Minh Tam and Trinh Quang Tu. A sustainable livelihoods approach to fisheries development for poverty alleviation in southeastern Vietnam, by Nguyen Van Tu and Nguyen Minh Du

    STREAM Journal, Vol. 1, No. 4, pp 1-16. October-December 2002

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    CONTENTS: Hon Mun MPA Pilot Project on community-based natural resources management, by Nguyen Thi Hai Yen and Bernard Adrien. An experience with participatory research in Tam Giang Lagoon, Thua Thien-Hue, by Ton That Chat. Experiences and benefits of livelihoods analysis, by Michael Reynaldo, Orlando Arciaga, Fernando Gervacio and Catherine Demesa. Lessons learnt in implementing PRA in livelihoods analysis, by Nguyen Thi Thuy. Lessons learnt from livelihoods analysis and PRA in the Trao Reef Marine Reserve, by Nguyen Viet Vinh. Using the findings from a participatory poverty assessment in Tra Vinh Province, by Le Quang Binh

    A refined estimate for the topological degree

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    We sharpen an estimate of Bourgain, Brezis, and Nguyen for the topological degree of continuous maps from a sphere Sd\mathbb{S}^d into itself in the case d2d \ge 2. This provides the answer for d2d \ge 2 to a question raised by Brezis. The problem is still open for d=1d=1

    A refined estimate for the topological degree

    Get PDF
    We sharpen an estimate of Bourgain, Brezis, and Nguyen for the topological degree of continuous maps from a sphere Sd\mathbb{S}^d into itself in the case d2d \ge 2. This provides the answer for d2d \ge 2 to a question raised by Brezis. The problem is still open for d=1d=1
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