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this paper will analyze the most important aspect of a final theory, reasoning for arbitrary numbers and testable predictions. certain critic comments are made regrading the mindsets leading researchers in the 20-century.&nbsp

In this paper we will analyze the question regarding the future of the universe. By using the 8 theory framework it is possible to reach a vivid and clear prediction regarding that question.&nbsp

The paper is for those who desirewith non-techniqal treatment of the 8T. the paper is providinga general bird's eyeoverview on the main results and ideas of thetheory. No equations are presented, only the coupling series. Author is also providing a personal note on the hardest part in creation of the 8T.

The paper is for those who desire with non-techniqal treatment of the 8T. the paper is providing a general bird's eye overview on the main results and ideas of the theory. No equations are presented, only the coupling series. Author is also providing a personal note on the hardest part in creation of the 8T.

Extending the results of the previous paper on predicting the values of coupling constants. This paper purpose is the show that we can .turn one force to another in a rather simple and elegant fashion. No physics used. only reasoning &nbsp

same as the paper in the open access - meant for a run test of the author., same as the paper - "8 theory - The Theory of Everything" for private use of the author.

The following is a Thesis written solely by Manor Ohad - V8.1Inserts- 888-944:(Proofs (224-240)+ Propositions (178-203).TheFile aimsto makethe ambit of the new 8T accessible. 8TSynoptic in:Main Equation:(1),(1.1) for strong and(1.2) theCoupling Constants Series by the Primorial# derivedin early 2021.A GR Framework,modified to includeFermions, Bosons,Dark Energy + Flatness+ Dark Matter (2.1), Gravity(Coupling Predicted- Page 371), Higgs,Particle wave Duality, Three generations, Singularity, Spin and Beyond. Early Stage thesis ideas - pages 4 -200, Middle Stages 200-300,pages- and Last stages of the thesis 300 to 944.The thesis is written as a self reflection, all ideas including the ones the author considers incorrect (at retrospect) are presented as is, that is for allowing the reader to evaluate how the ideasvaried over time. The Thesis entail the exact chronic, each "Update"in earlier versions is taken to bean insert and appear at the last pages. The sole difference in the 148versions is thethesis length, the main equations are the same. Contact : Ohadma@Protonmail.com

The following is acollectionof all resultsobtained soley by Manor O. Update17.10.21 - Quantum Variantics.TheFile aimsto makethe ambit of the new 8T accessible. 8T was developed from March - October. 8T Synoptic in:Main equation:(1)or (2.1.A) Universe Packets,(1.1) for strong and(1.2) theCoupling Constants Series by the Primorial# derivedin late-March.(2.12) for Fermions, (3.13.B) for Bosons and (1.3/1.31) forQuark Masses. A GR Framework,modified to includeFermions, Bosons as part of (1.2)Dark Energy, The QuarkSeries, Universe packets, Particle wave Duality, Quantum Gravity, Higgs, Spin, Dark Matter (2.1.B), SUSYand beyond.Research Thesis.&nbsp

Thispaper present threetheorems on a Lorentz manifoldwhich yield an on pointprediction ofthefine structureconstant, and as the result theawaitedequation of coupling magnitudes.this paper than allow us tounify QM with GR. The equation also predicting the magnitude of any additional element in the series, the next element should stand at ratio of 1/850 compared to the strong interaction. Updated to 7.9.21 &nbsp

High order derivative terms in eleven dimensional supergravity are a powerful tool to probe the microscopic structure of M-theory. In particular, the superinvariant at order eight in number of derivatives is required for quantum consistency, but has not been completely constructed to this day. In this thesis, after a formal introduction to supergravity, we focus on a technique called the actions principle, in superspace, with the aim of generating the full superinvariant associated to the Chern-Simons term at order eight. Although we do not construct the superinvariant, we determine some of its characteristics, and pave the way for a systematic treatment of the computations leading to the correction. Then we present the main features of the computer program we built for dealing with the computations encountered in the action principle. It is specifically designed to deal with gamma matrices, tensors and spinors as they appear in superspace. Finally, with the help of this program, we tackle another computationally intensive subject : the fermionic condensation in IIA massive superspace. We use the superspace formulations of IIA supergravitites to find the quartic fermion term of the action, and by imposing a non-vanishing vacuum expectation value for this term, we realize a de Sitter solution in two simple cases; Les corrections d’ordre supérieur en dérivées applicables à la théorie de supergravité à onze dimensions constituent un puissant outil pour étudier la structure miscroscopique de la théorie M. Plus partculièrement, l’invariant supersymétrique à l’ordre huit en en dérivées est nécessaire à la cohérence quantique de la théorie, mais il n’en existe à ce jour aucune expression complète. Dans cette thèse, après une introduction formelle aux théories de supergravité, nous présentons une technique appelée principe d’action (en superespace), dont le but est de générer le superinvariant complet associé au terme de Chern-Simons d’ordre huit. Bien que ce résultat ne soit pas encore atteint, nous en déterminons certaines caratérisiques, et ouvrons la voie à une résolution systématiques des étapes de calcul à venir. Dans le chapitre suivant, nous présentons les principales fonctionnalités du programme informatique crée pour gérer les imposants calculs liés au principe d’action. Ce programme est particulièrement adapté au traitement des matrices gamma, des tenseurs et des spineurs tels qu’ils surviennent en superespace. Enfin, à l’aide de ce programme, nous abordons un autre sujet calculatoire : la condensation fermionique en supergravité IIA massive. En utilisant la formulation en superespace des supergravités IIA, nous dérivons les termes de l’action quartiques en fermions, puis en imposant une valeur moyenne dans le vide non-nulle, nous montrons qu’il est possible de construire une solution de géométrie de Sitter dans deux cas simples

High order derivative terms in eleven dimensional supergravity are a powerful tool to probe the microscopic structure of M-theory. In particular, the superinvariant at order eight in number of derivatives is required for quantum consistency, but has not been completely constructed to this day. In this thesis, after a formal introduction to supergravity, we focus on a technique called the actions principle, in superspace, with the aim of generating the full superinvariant associated to the Chern-Simons term at order eight. Although we do not construct the superinvariant, we determine some of its characteristics, and pave the way for a systematic treatment of the computations leading to the correction. Then we present the main features of the computer program we built for dealing with the computations encountered in the action principle. It is specifically designed to deal with gamma matrices, tensors and spinors as they appear in superspace. Finally, with the help of this program, we tackle another computationally intensive subject : the fermionic condensation in IIA massive superspace. We use the superspace formulations of IIA supergravitites to find the quartic fermion term of the action, and by imposing a non-vanishing vacuum expectation value for this term, we realize a de Sitter solution in two simple cases, Les corrections d’ordre supérieur en dérivées applicables à la théorie de supergravité à onze dimensions constituent un puissant outil pour étudier la structure miscroscopique de la théorie M. Plus partculièrement, l’invariant supersymétrique à l’ordre huit en en dérivées est nécessaire à la cohérence quantique de la théorie, mais il n’en existe à ce jour aucune expression complète. Dans cette thèse, après une introduction formelle aux théories de supergravité, nous présentons une technique appelée principe d’action (en superespace), dont le but est de générer le superinvariant complet associé au terme de Chern-Simons d’ordre huit. Bien que ce résultat ne soit pas encore atteint, nous en déterminons certaines caratérisiques, et ouvrons la voie à une résolution systématiques des étapes de calcul à venir. Dans le chapitre suivant, nous présentons les principales fonctionnalités du programme informatique crée pour gérer les imposants calculs liés au principe d’action. Ce programme est particulièrement adapté au traitement des matrices gamma, des tenseurs et des spineurs tels qu’ils surviennent en superespace. Enfin, à l’aide de ce programme, nous abordons un autre sujet calculatoire : la condensation fermionique en supergravité IIA massive. En utilisant la formulation en superespace des supergravités IIA, nous dérivons les termes de l’action quartiques en fermions, puis en imposant une valeur moyenne dans le vide non-nulle, nous montrons qu’il est possible de construire une solution de géométrie de Sitter dans deux cas simples