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A study on recurrence relations for binary sequence matrices

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A study on recurrence relations for binary sequence matrices

Abstract

A study on recurrence relations for binary sequence matrices

참고문헌 (10)

  1. K Atanassov, "New Visual Perspectives on Fibonacci Numbers" (2002), World Scientific
  2. R Austin, "Binary Sequences without Isolated Ones", The Fibonacci Quarterly, 16, pp.84~87 (1978)
  3. A Beiler, "Recreations in the Theory of Numbers: The Queen of Mathematics Entertains" (1966), Dover
  4. M Gardner, "Knotted Doughnuts and Other Mathematical Entertainment" (1986), Freeman
  5. KE Iverson, "Notation as a Tool of Thought", Communications of the Association for Computing Machinery, 23, pp.444~465 (1980)
  6. C Kimberley, "Polynomials Defined by a Second Order Recurrence, Interlacing Zeros, and Gray Codes", The Fibonacci Quarterly, 48, pp.209~218 (2010)
  7. G Sburlati, "Generalized Fibonacci Sequences and Linear Congruences", The Fibonacci Quarterly, 40, pp.446~452 (2002)
  8. AG Shannon, "Shrewd Guessing in Problem-solving", International Journal of Mathematical Education in Science and Technology, 22, pp.144~147 (1991)
  9. AG Shannon, "Some Recurrence Relations for Binary Sequence Matrices", Notes on Number Theory and Discrete Mathematics, 17, pp.9~13 (2011)
  10. NJA Sloane, "The Encyclopedia of Integer Sequences" (1995), Acar-demic Press

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