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  • Lee Weights Of Z/4Z-Codes From Elliptic Curves 1997
  • . In [15], the second author defined algebraic geometric codes over rings. This definition was motivated by two recent trends in coding theory: the study of algebraic geometric codes over finite field...
  • Rating:   1 Star      Views: (1008)     Pages: ()     Uploaded: 13-05-09
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  • Lee Weights Of Z/4Z-Codes From Elliptic Curves 1997
  • . In [15], the second author defined algebraic geometric codes over rings. This definition was motivated by two recent trends in coding theory: the study of algebraic geometric codes over finite field...
  • Rating:   1 Star      Views: (1006)     Pages: ()     Uploaded: 13-05-09
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  • mp3
  • Lee Weights Of Z/4Z-Codes From Elliptic Curves 1997
  • . In [15], the second author defined algebraic geometric codes over rings. This definition was motivated by two recent trends in coding theory: the study of algebraic geometric codes over finite field...
  • Rating:   1 Star      Views: (1005)     Pages: ()     Uploaded: 13-05-09
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  • mp3
  • Lee Weights Of Z/4Z-Codes From Elliptic Curves 1997
  • . In [15], the second author defined algebraic geometric codes over rings. This definition was motivated by two recent trends in coding theory: the study of algebraic geometric codes over finite field...
  • Rating:   1 Star      Views: (1010)     Pages: ()     Uploaded: 13-05-09
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  • Histological Parametric Maps of the Human Ocular Fundus 2003
  • Specific colours observed in images of the ocular fundus depend on the architecture of its layers and the optical properties and quantities of any pigments present. These colours can be predicted from...
  • Rating:   1 Star      Views: (1005)     Pages: ()     Uploaded: 13-05-09
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  • Building Artificial CPGs with Asymmetric Hopfield Networks 2000
  • This paper presents a novel approach to the emulation of locomotor central pattern generators (CPGs) of legged animals. Based on Scheduling by Multiple Edge Reversal (SMER), a simple but powerful dist...
  • Rating:   1 Star      Views: (1012)     Pages: ()     Uploaded: 13-05-09
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