A sufficient condition is given to assert that a continuous mapping between Rm and Rn has a zero. The constructive proof of the result is based upon continuation methods and supplies the existence of a path leading to...A sufficient condition is given to assert that a continuous mapping between Rm and Rn has a zero. The constructive proof of the result is based upon continuation methods and supplies the existence of a path leading to the zero point.展开更多
基金This work is partially supported by D.G.E.S. PB 96-1338-CO2-01 and the Junta de Andalucla.
文摘A sufficient condition is given to assert that a continuous mapping between Rm and Rn has a zero. The constructive proof of the result is based upon continuation methods and supplies the existence of a path leading to the zero point.
基金Foundation item: Supported by the Sichuan Educational Comittee Science Foundation for Youths(08ZB002) Supported by the National Secience Foundation of Yibin University(2008Z02)
文摘在这份报纸,作者为反响的方程给了一条存在定理,没有 h (x) 上的任何 Landesman 懒散条件的 -pu=1|u|p-2u+f(u)+h(x), 。