• Title/Summary/Keyword: 계차행렬

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The connections and representation of Pascal Triangles, Difference sequences and Matrices (파스칼의 삼각형, 계차수열 및 행렬의 연계와 표현)

  • Kim Ik Pyo;Hwang Suk Geun
    • The Mathematical Education
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    • v.43 no.4
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    • pp.391-398
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    • 2004
  • It is well-known in the literature that the general term of a sequence can be represented by a linear combination of binomial coefficients. The theorem and its known proofs are not easy for highschool students to understand. In this paper we prove the theorem by a pictorial method and by a very short and easy inductive method to make the problem easy and accessible enough for highschool students.

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A Generalization of the Matrix Model of Rice Weevil Population (Coeloptera: Curculionidae) and its Applicability (쌀바구미 개체군(딱정벌레목: 바구미과)의 행렬모형의 일반화와 그의 적용 가능성)

  • 윤태중;류문일;조혜원
    • Korean journal of applied entomology
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    • v.36 no.3
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    • pp.215-223
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    • 1997
  • A matrix model of rice weevil population based on degree day (DD) was constructed. The basic matrix model predicted on exponential jncrcase of the adult weevil density and the finite rate of increase(h) of the population was estimated to be 2.155/100DD. Adult density simulated by the matrix model including intraspecific competition showed a damped oscillation over time and reached at the stationary level of 530 at 69, 300DD. The experimental population showed similar features to that of the model. But there were some differences in the highest density and period of adult oscillation. The differences could largely be caused by the assumption of the model; resource constancy.

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