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Using Hirota's bilinear method, we find a Bäcklund transformation and a Lax pair of the differential-difference system.
Moreover, as a variation-based method, we find that the convergence and the synthesized results of the LMO method are strongly dependent on the initial guess parameters.
Using the Discrete Fourier Transform method, we find a 'building-block' analytical solution form, which naturally embodies local length scales of fiber microbuckling and instability.
Depending on the algorithm for estimating the Jacobian required by Newton's method we find two almost disjoint sets of suitable control parameters.
By developing a high-throughput tRNA profiling method, we find that specific tRNAs are upregulated in human breast cancer cells as they gain metastatic activity.
Using this method, we find various impossible differentials of known block cipher structures: Nyberg's generalized Feistel network, a generalized CAST256-like structure, a generalized MARS-like structure, a generalized RC6-like structure, Rijndael structures and generalized Skipjack-like structures.
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Using our method, we found 29% of the papers' abstracts included language that implicitly endorsed the theory of plate tectonics, while the rest took no position.
By using this method, we found that only 24 (6.25%) genes had substantially shorter CDS in pearl millet genes compared to other species.
Using this method we found that significantly more bone matrix was formed in animals given teriparatide than in control animals.
Using this method we found several possible replacements.
Implementing the (exp -phi z)))-exp -phi zmethod, we found seven solutions for the gZK and YSFT equation, respectively.
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