The string-black hole correspondence is considered in the context of thecorrespondence principle proposed recently by Horowitz and Polchinski. Wedemonstrate that the entropy of string states and the entropy of aSchwarzschild black hole can be matched including the subleading terms whichdepend on mass logarithmically. We argue the necessity to include the stringinteraction (with coupling $g$) in the consideration and propose the$g^2$-dependent modification of the string entropy. The matching of it with theentropy of Schwarzschild black hole is analyzed.
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机译：弦黑洞对应关系是根据Horowitz和Polchinski最近提出的对应原理来考虑的。希望证明弦状态的熵和Schwarzschild黑洞的熵可以匹配，其中包括次对数项，该对数项依赖于对数。我们认为有必要将字符串交互（与耦合$ g $一起）考虑在内，并提出依赖$ g ^ 2 $的字符串熵的修改。分析了它与Schwarzschild黑洞熵的匹配。
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