For the RP, the last paragraph is not clear enough. I am really confused about it. I mean, the formulas can not be recognized clearly like this:
u (j) , min x E [(c (x, u(?))] s.t.P Aix + A? iu(?) ? bi,fi(x, u(?)) ? di ? ?i ?i ? {0, 1, …, NC } where: o x ? R NR ? Z NZ is vector for decision variables; o c : R NR ? Z NZ ? R NU ? R is the objective function; o Ai are Ni,lin ? (NR + NZ ) matrices; o A? i are Ni,lin ? NU matrices; o fi : R NR ? Z NZ ? R NU.
So I hope if you can provide me a clearer paragraph which separates the formulas inside it.
I have a general idea of my research proposal. Please write it according to the following idea：
Topic (not the final title, please give a specific title): Blockchain Technology
Introduction:
Blockchain technology was invented in 2009 by the invention of bitcoin (Dorian S. Nakamoto). Its main core theory is decentralization. However, there are still many problems in its application and use, including energy consumption and transaction speed.
Literature review：
The emergence of bitcoin, the application and development of blockchain technology (security), and the problems in application.
1） consensus protocol (BFT, TEE) and its performance requirements
2） The speed of trading is slow.
3） Byzantine problem
4） Random constraint programming
Aim of the research:
1) Optimize the block chain technology by random constraint programming
2) Study the reasonable combination of network overhead and consensus protocol, and find ways to improve transaction speed。
Objectives of the research：
1) How to apply random constraint programming to optimize block chains
2) The main factors that affect the speed of trading
3) How to optimize consensus protocols and overhead
Research Methodology：
Random constraint programming (Please design a detailed random constraint programming algorithm and explain it clearly).
Timeline：
1st year：Consult relevant literature and be familiar with the application of random constraint programming
2nd year：……..
3rd year: ……..
4th year: ……
Reference: (Please attach the detailed download links of each reference paper)