知乎同名 Learning theory, Optimization, OR, Stat, Geometry, Physics 关注1.9万 lijll 1/141 创建者:砂糖糖苷键 收藏 【Proof-Trivial】弦理论 (String Theory) 3165播放 Michio Kaku解释弦理论 04:03 M理论与弦理论 08:14 弦理论 16:01 高维空间 23:16 11维世界 05:00 斥资500元,我用AI打造的...
String theory — the proposal that physics is based on two-dimensional entities ('strings') vibrating in ten-dimensional space-time — is viewed by many physicists as the most promising approach to unifying all the fundamental forces of nature. It could, they claim, provide the ultimate '...
The computation of the exponents of the string partition function is one of the most crucial problems in string theory. There are very powerful and well-experienced statistical mechanics tools, devised for exponents calculation. If these tools could be used in string theory, a great step forward ...
Afinitesequence of well-formed formulas, F1, F2, ... Fn, where each Fi either is anaxiom, or follows by some rule of inference from some of the previous F's, and Fn is the statement being proved. See alsoproof theory. proof
string theory/ brane creationM-theorysingle M five-braneTaub-NUT spaceIIA configurations/ A1117 Theories of strings and other extended objects A0210 Algebra, set theory, and graph theory A0240 Geometry, differential geometry, and topologyWe study configurations of a single M five-brane in the ...
A Perfect Zero-Knowledge interactive proof system convinces a verifier that a string is in a language without revealing any additional knowledge in an info... L Fortnow - Acm Symposium on Theory of Computing 被引量: 448发表: 1987年 Iterated inductive definitions and Σ12-AC This chapter discuss...
.def file. -i: specify axioms by input file path (where a LF-separated string of axioms is stored), ignoring lines that are empty or starting with '%' -s: specify axioms by comma-separated string ; used only when '-i' unspecified ; default: "C0C1.0,CC0C1.2CC0.1C0.2,CCN0N1C1.0...
We give a proof of the Nekrasov-type formula proposed by one of the authors for the Seiberg-Witten prepotential for the E-string theory on R^4 x T^2. We take the thermodynamic limit of the Nekrasov-type formula following the example of Nekrasov-Okounkov and reproduce the Seiberg-Witten de...
Open Access From proof-of-concept to exploitable (One step towards automatic exploitability assessment) Yan Wang1,4,5,6, Wei Wu1,3,4, Chao Zhang2, Xinyu Xing3, Xiaorui Gong1,4* and Wei Zou1,4 Abstract Exploitability assessment of vulnerabilities is important for both defenders and ...
This finishes the proof of the first statement. In order to prove the second statement, we will need the above results, namely Lemma 10.10. This is a standard argument from the theory of orthogonal expansions in a Hilbert space. In fact, we see that the set of functions B=∪k=0∞{Yk...