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1.A Generalization of Bernstein Polynomial to an Infinite Interval
关于伯恩斯坦多项式在无穷区间上的一种普遍推广收藏指正
2.ON ANOTHER GENERALIZATION OF BERNSTEIN POLYNOMIAL TO AN INFINITE INTERVAL
关于Bernstein多项式在无穷区间上的另一普遍推广收藏指正
3.The Existence of Solutions for Terminal Value Problems on Infinite Interval in Banach Spaces
无穷区间上Banach空间终值问题解的存在性收藏指正
4.A CLASS OF SINGULAR PERTURBATIONS OF BOUNDARY VALUE PROBLEMS FOR ORDINARY DEFFERENTIAL EQUATIONS ON INFINITE INTERVAL
一类常微分方程无穷边值问题的奇摄动收藏指正
5.And by using the quantum inverse scattering method, it has been shown that the monodromy matrix satisfies the quantum Yang-Baxter equation(QYBE) on both a finite interval and an infinite interval. So the integrability of this model is proved.
文章由一个推广的Lax pair表述形式出发,导出了推广的多分量费米型量子DNLS模型的哈密顿量; 利用量子反散射方法,找到了由Lax矩阵定义的monodromy矩阵在有限间隔和无限间隔情况下所满足的量子Yang-Baxter方程(QYBE),从而证明了模型的可积性;收藏指正
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