陆昱宽

Ref:

1. EE 376A: Information Theory. Winter 2018. Lecture 6. - Stanford University
2. EE 376A: Information Theory. Winter 2017. Lecture 4. - Stanford University
3. Elements of Information Theory

Sources:

1. James McClellan, Ronald Schafer & Mark Yoder. (2015). FIR Filters. DSP First (2nd ed., pp. 147-193). Pearson.

Sources:

1. Jiames McClellan, Ronald Schafer & Mark Yoder. (2015). Sinusoids. DSP First (2nd ed., pp. 9-40). Pearson.

Sources:

1. James McClellan, Ronald Schafer & Mark Yoder. (2015). Sinusoids. DSP First (2nd ed., pp. 9-40). Pearson.

Sources:

1. World Models 2018 paper
   • Training doc
2. Mastering Diverse Domains through World Models, aka Dreamer V3.
3. A Generalist Agent.
4. Learning General World Models in a Handful of Reward-Free Deployments.
5. Learning General World Models in a Handful of Reward-Free Deployments.

1. Paul’s Online Notes - Calculus

1. EE 376A: Information Theory. Winter 2018. Lecture 4. - Stanford University
2. EE 376A: Information Theory. Winter 2017. Lecture 4. - Stanford University
3. Elements of Information Theory

Ref:

1. EE 376A: Information Theory. Winter 2018. Lecture 4. - Stanford University
2. EE 376A: Information Theory. Winter 2017. Lecture 4. - Stanford University
3. Elements of Information Theory

Sources:

1. EE 376A: Information Theory. Winter 2018. Lecture 4. - Stanford University
2. EE 376A: Information Theory. Winter 2017. Lecture 4. - Stanford University
3. Elements of Information Theory

在数学中, 有限大小的集合很好处理, 但无限大小的集合却并非如此. 本文探讨集合的可数性, 某些无限大小集合是不可数的, 例如全体实数\(\mathbb R\)和全体有理数\(\mathbb R /\ \mathbb Q\).

Ref:

1. Concepts of Mathematics from CMU.