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         Diophantine Equation:     more books (88)
  1. Two-way counter machines and diophantine equations (Technical report / State University of New York at Buffalo, Department of Computer Science) by Eitan M Gurari, 1980
  2. Representations of primes by quadratic forms: Displaying solutions of the Diophantine equation kp=a²+Db² (Royal Society mathematical tables) by Hansraj Gupta, 1960
  3. Diophantine equations by D Rameswar Rao, 1970
  4. On the diophantine equation y²-k=x³ by Ove Hemer, 1952
  5. Tables of solutions of the diophantine equation x² + y² + z² = k² by Mohan Lal, 1967
  6. The Farey series of order 1025 displaying solutions of the Diophantine equation bx - ay =: I, (Royal Society mathematical tables) by Eric Harold Neville, 1966
  7. Diophantine equations and geometry by Fernando Quadros Gouvêa, 1987
  8. Tables of solutions of the diophantine equation Y3 - X2 =: K by Mohan Lal, 1965
  9. Diophantus and Diophantine Equations by Isabella G. Bashmakova, 1998
  10. Bounds for minimal solutions of diophantine equations (Nachrichten der Akademie der Wissenschaften in Gottingen, II. Mathematisch-Physikalische Klasse ; Jahrg. 1975, Nr. 9) by S Raghavan, 1975
  11. Certain quaternary quadratic forms and diophantine equations by generalized quaternion algebras by Lois Wilfred Griffiths, 1927
  12. Diophantine equations, with special reference to elliptic curves by J. W. S Cassels, 1966
  13. Diophantine equations: A p-adic approach by Wilhelm Ljunggren, 1968
  14. A note on the solvability of the diophantine equation: 1n [superscript n] + 2n [superscript n] + ... mn [superscript n] = G(m+1)n [superscript n] (Afdeling zuivere wiskunde) by J. van de Lune, 1975

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