The purpose of this article is to give a rough overall view about Topological Geometrodynamics (TGD) as it is now. The preparation of this summary led to considerable progress in several aspects of TGD.
 The mutual entanglement of fermions (bosons) as elementary particles is always maximal so that only fermionic and bosonic degrees can entangle in QFTs. The replacement of pointlike particles with 3surfaces forces us to reconsider the notion of identical particles from the category theoretical point of view. The number theoretic definition of particle identity seems to be the most natural and implies that the new degrees of freedom make possible geometric entanglement.
Also the notion particle generalizes: also manyparticle states can be regarded as particles with the constraint that the operators creating and annihilating them satisfy commutation/anticommutation relations. This leads to a close analogy with the notion of infinite prime.
 The understanding of the details of the M^{8}H duality forces us to modify the earlier view. The notion of causal diamond (CD) central to zero energy ontology (ZEO) emerges as a prediction at the level of H. The preimage of CD at the level of M^{8} is a region bounded by two mass shells rather than CD. M^{8}H duality maps the points of cognitive representations as momenta of quarks with fixed mass in M^{8} to either boundary of CD in H. Mass shell (its positive and negative energy parts) is mapped to a lightlike boundary of CD with size T= h_{eff}/m, m the mass associated with momentum.
 Galois confinement at the level of M^{8} is understood at the level of momentum space and is found to be necessary. Galois confinement implies that quark momenta in suitable units are algebraic integers but integers for Galois singlet just as in ordinary quantization for a particle in a box replaced by CD. Galois confinement could provide a universal mechanism for the formation of all bound states.
 There is considerable progress in the understanding of the quantum measurement theory based on ZEO. From the point of view of cognition BSFRs would be like heureka moments and the sequence of SSFRs would correspond to an analysis having as a correlate the decay of 3surface to smaller 3surfaces.
See the chapter TGD as it is towards end of 2021 or the article with the same title.
