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- 2010031765 contributor B11774709.
- 2010031765 created "2011.".
- 2010031765 date "2011".
- 2010031765 date "2011.".
- 2010031765 dateCopyrighted "2011.".
- 2010031765 description "Includes bibliographical references and index.".
- 2010031765 description "Machine generated contents note: Preface; 1. What is a Galois field?; 2. The organisation and tabulation of Galois fields; 3. Chaos and randomness in Galois field tables; 4. Equipartition of geometric progressions along a finite one-dimensional torus; 5. Adiabatic study of the distribution of geometric progressions of residues; 6. Projective structures generated by a Galois field; 7. Projective structures: example calculations; 8. Cubic field tables; Index.".
- 2010031765 extent "x, 80 p. :".
- 2010031765 identifier "0521692903 (pbk.)".
- 2010031765 identifier "0521872006".
- 2010031765 identifier "9780521692908 (pbk.)".
- 2010031765 identifier "9780521872003".
- 2010031765 identifier 9780521692908.jpg.
- 2010031765 identifier 2010031765-b.html.
- 2010031765 identifier 2010031765-d.html.
- 2010031765 identifier 2010031765-t.html.
- 2010031765 issued "2011".
- 2010031765 issued "2011.".
- 2010031765 language "eng".
- 2010031765 publisher "Cambridge ; New York : Cambridge University Press,".
- 2010031765 subject "512/.32 22".
- 2010031765 subject "Finite fields (Algebra)".
- 2010031765 subject "Galois theory.".
- 2010031765 subject "QA247.3 .A76 2011".
- 2010031765 tableOfContents "Machine generated contents note: Preface; 1. What is a Galois field?; 2. The organisation and tabulation of Galois fields; 3. Chaos and randomness in Galois field tables; 4. Equipartition of geometric progressions along a finite one-dimensional torus; 5. Adiabatic study of the distribution of geometric progressions of residues; 6. Projective structures generated by a Galois field; 7. Projective structures: example calculations; 8. Cubic field tables; Index.".
- 2010031765 title "The dynamics, statistics and projective geometry of Galois fields / V.I. Arnold.".
- 2010031765 type "text".
