Finally, the chapter on measurements could have been extended by a brief discussion of the infamous measurement problem of quantum physics. To summarise, the authors present a thorough and well-structured treat
The Mathematical Language of Quantum Theory 作者:Teiko Heinosaari/Mario Ziman 出版年:2011-12 页数:339 定价:$ 96.05 ISBN:9780521195836 豆瓣评分 评价: 写笔记 写书评 加入购书单 分享到 + 加入购书单 在豆瓣转让有2人想读,手里有一本闲着?
This was first achieved by quantum theory. We shall therefore go into the theory in more depth, beginning where Chap. 7 left off. We shall be particularly, but not exclusively, concerned with bound states, of which the simpest example is...
Quantum PhysicsThe mathematical formalism of quantum theory has been successfully used in human cognition to model decision processes and to deliver representations of human knowledge. As such, quantum cognition inspired tools have improved technologies for Natural Language Processing and Information Retrieval...
and it’s relatively independent of the language in which we’re going to say. When we talk about, I don’t know, let’s say a mathematical concept or something, the kind of thinking that we’re doing and the answer that we’re planning to produce is not linked to whether we’re ...
Another possibility is that our understanding of computation in possible physical theories is couched too much in the language of quantum theory. For example, it could be entirely possible to have a theory that has the same computational power as quantum theory but barely resembles it. We thus ...
The first steps will thus be to translate the Axioms into mathematical constraints on probabilities relating modalities. This will lead us to manipulate N× N probability matrices, in a general way not restricted to the quantum formalism. Using our Axioms to obtain physically-based constraints, we...
It is shown that 2+1 dimensional quantum Yang-Mills theory, with an action consisting purely of the Chern-Simons term, is exactly soluble and gives a natur
Educational universality: the three-dimensional geometric language enables the theory to be understood and applied by non professional researchers.该理论通过几何实在论与量纲降维,实现了物理学在逻辑与实证层面的双重统一。例如,用三维旋量代数替代四维张量 ,让爱因斯坦场方程变得简约。Through geometric realism and ...
Young Paul Adrien Maurice Dirac was one of the members of this team—the most versatile one. By the age of 23 he had already written his classic papers which put the concepts of quantum theory on a sound mathematical basis. He reconciled the ideas of relativity with the ideas of quantum ...