ASYMPTOTIC BEHAVIOR OF NATURAL GROWTH ON TIME SCALES

By T. Gard, J. Hoffacker. 2003

73 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/2096e670f414d8837c872d5227e0127ccf70421f

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1. Akbar Zada
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Citations in the corpus

• Linear impulsive dynamic systems on time scales (2010, background): “lim uցμ(s) ln(1 + au) u = { a if μ(s) = 0 ln(1+aμ(s)) μ(s) ≤ a if μ(s) > 0, then explicit estimation of the modulus of the exponential function on time scales (see [24]) gives”
• Stability for time varying linear dynamic systems on time scales (2005, methodology): “The subsequent paper in [10] examined the stability characteristics of time varying and time invariant scalar dynamic equations on time scales and was the first paper to characterize the behavior of a time varying first order dynamic equation on arbitrary time scales.”