1. Introduction

  2. p-Adic numbers and spin glass analogy

    1. General view about how p-adicity emerges

    2. p-Adic numbers and the analogy of TGD with spin-glass

    3. The notion of the reduced configuration space

  3. p-Adic numbers and quantum criticality

    1. Connection with quantum criticality

    2. Geometric description of the critical phenomena?

    3. Initial value sensitivity and p-adic differentiability

    4. There are very many p-adic critical orbits

  4. p-Adic Slaving Principle and elementary particle mass scales

    1. p-Adic length scale hypothesis

    2. Slaving Principle and p-adic length scale hypothesis

    3. Primes near powers of two and Slaving Hierarchy: Mersenne primes

    4. Length scales defined by prime powers of two and Finite Fields

  5. CP2 type extremals

    1. Zitterbewegung motion classically

    2. Basic properties of CP2 type extremals

    3. Quantized zitterbewegung and Super Virasoro algebra

    4. Zitterbewegung at the level of the modified Dirac action

  6. Black-hole-elementary particle analogy

    1. Generalization of the Hawking-Bekenstein law briefly

    2. In what sense CP2 type extremals behave like black holes?

    3. Elementary particles as p-adically thermal objects?

    4. p-Adic length scale hypothesis and p-adic thermodynamics

    5. Black hole entropy as elementary particle entropy?

    6. Why primes near prime powers of two?

  7. General vision about coupling constant evolution

    1. General ideas about coupling constant evolution

    2. The bosonic action defining Kähler action as the effective action associated with induced spinor fields

    3. A revised view about coupling constant evolution