Overview

This is PSTJ Volume 8 Issue 13 first published in December 2017. It is entitled Enumerative Algebraic Geometry & Other Progresses in TGD and contains the following articles: (1) On Enumerative Algebraic Geometry in TGD Framework; (2) Do Riemann-Roch Theorem & Atyiah-Singer Index Theorem Have Applications in TGD? (3) Super-number Fields: Does Physics Emerge from the Notion of Number? (4) What Does Cognitive Representability Really Mean? (5) On Quantum Measurement Theory in TGD; (6) Could the Precursors of Perfectoids Emerge in TGD? (7) Some Considerations on Fundamentals of Mathematics; (8) From Amplituhedron to Associahedron; (9) Is It Cold Fusion, Low Energy Nuclear Reactions or Dark Nuclear Synthesis? and (10) On the Mysteriously Disappearing Valence Electrons of Rare Earth Metals & Hierarchy of Planck Constants. Prespacetime Journal ( PSTJ, http: //www.prespacetime.com) is a publication in which physicists, mathematicians and other learned scholars publish their research results and express their views on the origin, nature and mechanism of spacetime and its possible connection to a prespacetime. It is also a journal where all learned scholars can present their models and experimental results on elemental particles, fundamental forces including gravity and related topics.

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