### Historia social de la educación en La Matanza, hasta mediados del Siglo XX

Hilda Noemí Agostino, Analía Yael Artola, Mirta Natalia Bertune Fatgala & Raúl Pomés
Universidad Nacional de La Matanza. Unidad Ejecutora: Departamento de Ciencias Económicas. PROINCE Código B 199 El objeto de estudio de la presente investigación lo constituye la Historia Social de la Educación, indagando acerca de la producción y los actores de la misma en La Matanza desde su creación como partido bonaerense (1778) y hasta la llegada del peronismo al poder (1945). El tema que se aborda constituye un área de vacancia en el campo de...

### Quantum harmonic oscillator for Riemann hypothesis on QCPB theory

Wang
Since the central role of quantum harmonic oscillator for the model of the QFT,
in this paper, we aim to reconsider the quantum harmonic oscillator within the framework of the QCPB theory. it hopefully expects to get a complete geometric model for the QFT. Meanwhile, Hilbert-P\'{o}lya conjecture can be solved inevitably, we found such Hermitian operator $\hat{w}^{(cl)}\in Her$ for answering the Hilbert-P\'{o}lya conjecture that has't been found before, then we have certainly asserted the physical...

### The G-dynamics for Hilbert-P\'{o}lya conjecture

Wang
With the non-universal validity of the QPB that has been replaced by the complete QCPB theory. In order to be self-consistent with QCPB theory, it is necessary to extend the Hermitian operator to the non-Hermitian operator generally. In such universal case, the G-dynamics contained in the QCHS theory has played a critical role in the whole QCPB theory. It legitimately proves the Hilbert-P\'{o}lya conjecture and then the Riemann hypothesis as a byproduct becomes a direct...

### The G-dynamics for Hilbert-P\'{o}lya conjecture

Wang
With the non-universal validity of the QPB that has been replaced by the complete QCPB theory. In order to be self-consistent with QCPB theory, it is necessary to extend the Hermitian operator to the non-Hermitian operator generally. In such universal case, the G-dynamics contained in the QCHS theory has played a critical role in the whole QCPB theory. It legitimately proves the Hilbert-P\'{o}lya conjecture and then the Riemann hypothesis as a byproduct becomes a direct...

### Proof of Fermat Last Theorem based on successive presentations of pairs of odd numbers

K. Shestopaloff Yuri
A proof of Fermat Last Theorem (FLT) is proposed. FLT was formulated by Fermat in 1637, and proved by A. Wiles in 1995. Here, a simpler proof is considered. It is based mostly on new concepts. The proposed methods and ideas can be used for studying other problems in number theory. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based...

### Proof of Fermat Last Theorem based on successive presentations of pairs of odd numbers

K. Shestopaloff Yuri
A proof of Fermat Last Theorem (FLT) is proposed. FLT was formulated by Fermat in 1637, and proved by A. Wiles in 1995. Here, a simpler approach is studied. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based on parity of terms and their powers. Then, each such equation is studied separately. One equation is considered using presentations of pairs...

### Consensus transcriptional states describe mononuclear phagocyte diversity in the lung across health and disease

Joshua Peters, Paul Blainey & Bryan Bryson
R objects used for the analyses and publication outlined on Github (https://github.com/joshpeters/lungmps). Please refer to the Github for information and usage.

### Big Shock. Bell's Theorem Collapses Again.

Ilija Barukčić
Both from the points of view of recognition and understanding, the knowledge of fallacies can arm us against many kinds of mistakes and can help us to overcome serious scientific disagreements in a reasonable way. Being able to avoid or to detect fallacies can been viewed as a supplement to criteria of good scientific reasoning. Fallacies can be identified in several different ways. One way is to derive a logical contradiction such as +0 =...

### Proposed SARS-CoV-2 Spillover During 2019 Review of Samples from a Mineshaft in Mojiang, Yunnan Province, China

Anon
This research examines the activity at the Wuhan Institute of Virology in late 2019, when samples from a mineshaft associated with a suspected SARS outbreak were being reviewed. It proposes that spillover may have occurred during this review of samples including of a virus (BtCoV/4991) only 1% different to SARS-CoV-2 in its RdRp. 23 AUGUST 2021 UPDATE FOR JOURNALISTS: The findings presented in this preprint have been misattributed in CNN, Vanity Fair, the Washington Post...

### Isometry test: Metric invariance under coordinate transformations

Sudesh Kumar Arora
A simple scheme is developed to test whether a given coordinate transformation of a metric tensor is an isometry or not. The test can also be used to predict the time dilation caused by any type of motion for the given space-time metric.

### Structure and Logic of Conceptual Mind

Posina Venkata Rayudu
Mind, according to cognitive neuroscience, is a set of brain functions. But, unlike sets, our minds are cohesive. Moreover, unlike the structureless elements of sets, the contents of our minds are structured. Mutual relations between the mental contents endow the mind its structure. Here we characterize the structural essence and the logical form of the mind by focusing on thinking. Examination of the relations between concepts, propositions, and syllogisms involved in thinking revealed the reflexive...

### Μετάφραση και Διαπολιτισμική Προσαρμογή της Κλίμακας Multidimensional Assessment of Interoceptive Awareness (MAIA-2)

Markos Rigos
Η οριστική έκδοση της κλίμακας βρίσκεται εδώ: https://zenodo.org/record/5186384 This is an obsolete version of Multidimensional Assessment of Interoceptive Awareness (MAIA-2), Greek version.
The final MAIA-2/GR version can be retrieved here: https://zenodo.org/record/5186384

### Additional data for revised version of preprint: 'Analysis procedures for assessing recovery of high quality, complete, closed genomes from Nanopore long read metagenome sequencing'

Krithika Arumugam & Rohan Williams
Additional data for revised version of preprint (Arumguam, Bessarab et al, bioRxiv, 2020). Updated data as follows: 1. PAO3A_tig00000011.tar.gz: contains FASTA sequence, Prokka and CheckM annotations for the PAO3A_tig00000011 genome from each correction procedure (uncorrected, MEGAN-FS, Medaka, Racon and multiple [4 rounds of Racon and 1 of Medaka]). Also includes per-base coverage data (short and long read mappings) for the frameshift corrected PAO3A_tig00000011 genome. 2. srac2lrac.tar.gz: contains updated summary results and data for the concordance...

### The Electromagnetic Quantum Vacuum, Towards a Unified Field Theory.

Constantin Meis
We show that the electromagnetic quantum vacuum plays a primary role in particle physics, gravitation and cosmology. - Photons are local oscillations of the electromagnetic vacuum field guided by a non-local vector potential wave function - The vacuum electric permittivity and magnetic permeability are intrinsic properties of the electromagnetic vacuum - We show that the electron-positron elementary charge derive naturally from the electromagnetic quantum vacuum - The masses of all particles (leptons, mesons, baryons) and...

### Covid-19 in North Africa: Comparative analysis by macroscopic growth laws

, , , Tawfik Abdel Nasser &
A comparative analysis of the Covid-19 diffusion in North African countries, Algeria,
Egypt, Morocco, and Tunisia has been carried out, with the aim to study the effects of
the containment efforts in different nations and the reliability of the predictions based on
the data fits by macroscopic growth laws, with a small number of free parameters. The
comparison with data shows that the Coronavirus spreading has often different phases: an
initial exponential behavior, followed by...

### Side–Effects of Zermelo's Axioms

In Zermelo’s system of axioms Z, and also in ZF the set of all natural numbers N is based on Axiom of Infinity. Without this axiom the set N cannot be established. But from then on the set N can be built, rebuilt or dismantle up to the empty set in some other ways, as well. It leads to contradiction.

### Drivers of carbon fluxes in Alpine tundra: a comparison of three empirical model approaches

Marta Magnani, Ilaria Baneschi, , Pietro Mosca, Brunella Raco & Antonello Provenzale
This pre-print paper illustrate experimental work and the data analysis conducted in Gran Paradiso National Park, Italy, by researchers of the Institute of Geoscience and Earth Resources of The National Research Council of Italy in the framework of the H2020 project ECOPOTENTIAL (www.ecopotential-project.eu), regarding the CO2 fluxes on high- altitude Alpine grasslands at Nivolet Plain (about 2700 m a.s.l.). Measurements of Net Ecosystem Exchange (NEE) and Ecosystem Respiration (ER) and other environmental variables have been...

### Drivers of carbon fluxes in Alpine tundra: a comparison of three empirical model approaches

Marta Magnani, Ilaria Baneschi, , Pietro Mosca, Brunella Raco & Antonello Provenzale
This pre-print paper illustrate experimental work and the data analysis conducted in Gran Paradiso National Park, Italy, by researchers of the Institute of Geoscience and Earth Resources of The National Research Council of Italy in the framework of the H2020 project ECOPOTENTIAL (www.ecopotential-project.eu), regarding the CO2 fluxes on high- altitude Alpine grasslands at Nivolet Plain (about 2700 m a.s.l.). Measurements of Net Ecosystem Exchange (NEE) and Ecosystem Respiration (ER) and other environmental variables have been...

### How to trick a plant pathogen?

Hiroaki Adachi, Aleksandra Białas & Sophien Kamoun
Now published in The Biochemist, 42:14-18. Plants can get sick too. In fact, they get infected by all types of microbes and little critters. But plants have evolved an effective immune system to fight off pathogen invasion. Amazingly, nearly every single plant cell is able to protect itself and its neighbours against infections. The plant immune system gets switched on when one of its many immune receptors matches a ligand in the pathogen. As a...

### Quantum harmonic oscillator for Riemann hypothesis on QCPB theory

Wang
Since the central role of quantum harmonic oscillator for the model of the QFT,
in this paper, we aim to reconsider the quantum harmonic oscillator within the framework of the QCPB theory. it hopefully expects to get a complete geometric model for the QFT. Meanwhile, Hilbert-P\'{o}lya conjecture can be solved inevitably, we found such Hermitian operator $\hat{w}^{(cl)}\in Her$ for answering the Hilbert-P\'{o}lya conjecture that has't been found before, then we have certainly asserted the physical...

### Proof of Fermat Last Theorem based on successive presentations of pairs of odd numbers

K. Shestopaloff Yuri
A proof of Fermat Last Theorem (FLT) is proposed. FLT was formulated by Fermat in 1637, and proved by A. Wiles in 1995. Here, a simpler proof is considered. It is based mostly on new concepts. The proposed methods and ideas can be used for studying other problems in number theory. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based...

### The QCPB theory for Riemann zeta function and quantum gravity

Wang
Enlightened by the QCPB for the definition of the QCHS which compatibly induces the G-dynamics as a brand-new dynamics for describing the quantum mechanics, it nicely provides such a new physical tool for us better understanding how quantum gravity would be. Using this new tool, we affirmatively prove the Hilbert-P\'{o}lya conjecture in G-dynamics, and then we confirm the exact form of the non-trivial zeros $\rho =1/2+\sqrt{-1}{{w}^{\left( q \right)}}$ validly for Riemann hypothesis that is accordingly...

### Proof of Fermat Last Theorem based on successive presentations of pairs of odd numbers

K. Shestopaloff Yuri
A proof of Fermat Last Theorem (FLT) is proposed. FLT was formulated by Fermat in 1637, and proved by A. Wiles in 1995. Here, a simpler proof, mostly based on new concepts, is considered. The proposed approaches can be used for other problems in number theory. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based on parity of terms and...

• 2020
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• Preprint
64