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Full Description
Mathematical Foundations of Blockchains is a two-volume work on blockchains. Blockchain is a novel paradigm for a distributed ledger. Volume 1 is on the fundamentals of blockchains and consists of an overview of blockchains, essential elements of blockchains, and the mathematics required for understanding the workings of blockchains. Volume 2 develops mathematical models to enhance the understanding of blockchains.
This work can be used by students of electrical engineering, computer science, applied mathematics, and economics. Students in business school can also benefit. It can also be used by professionals and researchers in the field who would like a quick review of the basics of the subject.
Contents
Preface List of Commonly Used Sets Part I. Blockchain Formalization 1. A High-Level Blockchain Description 2. Blockchain Throughput and Block-Size Depend 3. Double-Spending Attack, Selfish Mining, and Private-Chain Attack 4. Forking, Sharding, and Energy Consumption in Blockchains 5. Robustness of the Nakamoto Consensus Protocol 6. Analysis of Blockchain Economics 7. Game-Theoretic Blockchain Models 8. Blockchains and Trust 9. Tangle Distributed Ledger 10. Decentralized Finance Analysis and Blockchains 11. Blockchains and Differential Privacy 12. Blockchains and the Quantum Revolution Part II. Miscellaneous Acronyms Glossary Bibliography
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- 碧濤の海戦（１）
