Based on entropy uncertainty relation, the concept of entropy squeezing has been formulated.
基于熵不确定性关系，熵压缩的概念已经制定。
We gave a new equation of state density by the generalized uncertainty relation, studied black hole entropy on degenerate background of sphere symmetry.
采用由广义不确定关系得到的新的态密度方程，研究了球对称退化背景下黑洞的熵。
The rough entropy of the uncertainty of ordinary set and fuzzy set, and the monotonous relation between the uncertainty of these two kinds of set and their corresponding rough entropy, are discussed.
并研究了与普通集合和模糊集合的不确定性相对应的粗糙信息熵，以及这两种集合的不确定性与其对应的粗糙信息熵之间的单调关系。
In this paper, using the generalized uncertainty relation, we calculated the Numbers of quantum state and further the entropy of Vaidya-Bonner black hole was also obtained.
本文，利用广义测不准关系对黑洞熵的修正值进行了计算，给出了由广义测不准关系而引起的修正项。
In this paper, using the generalized uncertainty relation, we calculated the Numbers of quantum state and further the entropy of Vaidya-Bonner black hole was also obtained.
本文，利用广义测不准关系对黑洞熵的修正值进行了计算，给出了由广义测不准关系而引起的修正项。
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