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    STUDIA MATHEMATICA - Issue no. 2 / 2007  
         
  Article:   BOOK REVIEW - DONAL O’REGAN, YEOL JE CHO AND YU-QING CHEN, TOPOLOGICAL DEGREE THEORY AND APPLICATIONS, SERIES IN MATHEMATICAL ANALYSIS AND APPLICATIONS (R.P. AGARWAL AND D. O’REGAN EDS.), VOL. 10, CHAPMAN & HALL/CRC, TAYLOR & FRANCIS GROUP, BOCA RATON.

Authors:  RADU PRECUP. 		 
       
         
  Abstract:  The degree theory for continuous maps on finite dimensional spaces was created by Brouwer in 1910-1912, and later, for compact maps on infinite dimensional spaces, by Leray and Schauder in 1934, and it has become one of the most useful tool in nonlinear analysis. Since the 1960s, several extensions have been done for various classes of non-compact type maps. The present book focuses on topological degree theory in normed spaces and its applications to integral, ordinary differential and partial differential equations.  
         
     
         
         
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