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On some Pascal's like triangles. Part 5

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A series of Pascal's like triangles with di erent forms are described and some of their propertiesa are given.

Abstract

A series of Pascal's like triangles with di erent forms are described and some of their propertiesa are given.

참고문헌 (10)

  1. Atanassov, K, "On some Pascal's like triangles. Part 1", NNTDM, 13(1), pp.31~36 (2007)
  2. Atanassov, K, "On some Pascal's like triangles. Part 2", NNTDM, 13(2), pp.10~14 (2007)
  3. Atanassov, K, "On some Pascal's like triangles. Part 3", NNTDM, 13(3), pp.20~25 (2007)
  4. Atanassov, K, "On some Pascal's like triangles. Part 4", NNTDM, 13(4), pp.11~20 (2007)
  5. Bondarenko, B, "Generalized Pascal's Triangles and Pyramids - Their Fracals, Graphs and Applications", ~ (1990)
  6. Cerin, Z, "Sums of squares and products of Jacobsthal numbers", Journal of Integer Sequences, 10 (2007)
  7. Goldwasser, J, "The density of ones in pascal's rhombus", Discrete mathematics, 204, pp.231~236 (1999)
  8. Horadam, A, "Basic properties if a certain generalized sequence of numbers", The Fibonacci Quarterly, 3, pp.161~176 (1965)
  9. Leyendekkers,J, "Pattern recognition: Modular Rings & Integer Structure", RafflesKvB Monograph, (9) (2007)
  10. Sloane, N.J.A, "The On-Line Encyclopedia of Integer Sequences", ~ (2006)

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