Corpus ID: 124552176

GENERALIZATIONS OF SOME IDENTITIES INVOLVING THE FIBONACCI NUMBERS

@inproceedings{Zhao2001GENERALIZATIONSOS,
  title={GENERALIZATIONS OF SOME IDENTITIES INVOLVING THE FIBONACCI NUMBERS},
  author={Fengzhen Zhao and Tianming Wang},
  year={2001}
}
  • Fengzhen Zhao, Tianming Wang
  • Published 2001
  • Mathematics
  • REFERENCES 1. G. Djordjevic. "On Some Properties of Generalized Hermite Polynomials." The Fibonacci Quarterly MA (1996):2-6. 2. G. Djordjevic, & G. V. Milovanovic. "A Generalization of One Class of Panda's Polynomials." In IVConference on AppliedMathematics,^. 42-47. Belgrade, 1989. 3. R. Panda. "On a New Class of Polynomials." GlasgovMath J. 18 (1977): 105-08. 4. R. C. Singh Chandel. "A Note on Some Generating Functions." Indiana J. Math 25 (1983): 185-88. 5. H. M. Srivastava. "A Note on a… CONTINUE READING
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    References

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    SOME IDENTITIES INVOLVING THE FIBONACCI NUMBERS
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    On Some Properties of Generalized Hermite Polynomials." The Fibonacci Quarterly MA (1996):2-6
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    A Generalization of One Class of Panda's Polynomials." In IVConference on AppliedMathematics,^
    • Belgrade,
    • 1989
    A Note on Some Generating Functions.
    • Indiana J. Math
    • 1983
    On a new class of polynomials
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    On the product of two Laguerre polynomials
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    Hie Wlbonaccl Quarterly Founded in 1963 by VernerE
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    AMS Classification Numbers: 11B37, 11B39 2001] 167
    • AMS Classification Numbers: 11B37, 11B39 2001] 167