@sbm.org.br
Production of Sensitive Knowledge
SBM (sociedade brasileira de matemática)
Visionary Educator & Techno-Humanistic Thinker
As a researcher, I operate at the convergence of Mathematics, Artificial Intelligence, Anthropology, and Education, guided by the imperative to harmonize cutting-edge innovation with ethical responsibility. My work is defined by a commitment to Techno-Humanism: using the transformative power of AI to solve real-world problems while ensuring these advancements remain aligned with human values.
Embodying the query “Quis custodiet ipsos custodes?” (Who watches the watchmen?), my research interrogates the morality of algorithmic governance and the social implications of AI. I blend analytical rigor with creative innovation, utilizing Problem-Based Learning (PBL) and pattern recognition to synthesize ideas across domains. I view education not merely as instruction, but as a tool for individual empowerment and collective social advancement.
I maintain a pragmatic focus on operational leadership and strategic influence.
STEM: Mathematics/Teacher (UNIASSELVI - Centro Universitário Leonardo da Vinci: Indaial, Santa Catarina, Brazil)
GRID: , ISNI: 0000000460325683 WIKIDATA: Q10387642
Advisor: Francilene de Souza Pastoura
"Learning is the only thing the mind never tires of, never fears, and never Leonardo da Vinci
Postgraduate Degree in Artificial Intelligence (2023-2024) Univitoria
Specialization in Operational Leadership (2024 - 2025)
Operational Intelligence
Instructor: Lt. Col. Andre Costa Soares
"Intelligence is the prerogative of the noble. Entrusted to others, it Col. Walther Nicolai
Multidisciplinary, Mathematics, Artificial Intelligence, Social Sciences
Advanced Technology Transfer We present advanced knowledge, a unified mathematical system developed by evolved civilizations to solve complex global challenges. This framework uses logarithmic transformations and covariant tensors to optimize technologies in areas such as antigravity, superlight propulsion, and nuclear fusion. In biotechnology, the model allows for precise genomic mapping for disease cures, while in planetary engineering, it seeks sustainable terraforming. The body of work functions as a manual for the advancement of humanity, integrating academic rigor, computational simulations, and ethical guidelines. The proposals aim to enable high-energy and sustainable applications, aligning theoretical innovations with the development goals of the United Nations.
A theoretical framework for a nitrogen and ozone energy cell, focusing on stoichiometric calculations and the balancing of oxidation-reduction equations. The proposed cell utilizes nitrogen (N3) and ozone (O3) as reactants, with half-reactions occurring at the anode and cathode. The overall reaction is derived, and the proportion of reactants is justified based on molar masses and electron transfer. Simple concepts in solving redox equations are discussed, along with the cell design incorporating a polymeric membrane permeable to N+ ions. The cell design includes separate compartments for the anode and cathode, separated by a polymeric membrane permeable to N+ ions. This allows for the migration of ions to maintain charge balance while electrons flow through an external circuit, producing usable electrical energy.
The central mechanism of the model is based on a covariant tensor incorporating a logarithmic (Napierian) term, designed to guide the fundamental parameters of the universe to a stable equilibrium point. This dynamical convergence transforms the finely tuned values of an apparent cosmic coincidence into an emergent and inevitable consequence of the underlying physical laws. The main strength of NCA lies in its ability to generate primary and falsifiable predictions, notably a characteristic modulation in the Cosmic Microwave Background (CMB) with parameters β ~ 10⁻⁵ and a robust scale dependence of γ ≈ 0.5. By offering a set of specific observational signatures, the NCA establishes a rigorous bridge between the theoretical domain of quantum gravity and the empirical field of precision observational cosmology, proposing a clear path for experimental verification or refutation.
Neperian Covariant Equations: A Dynamic Approach to Solving Undecidable Problems in Logic and Mathematics
Kurt Gödel's incompleteness theorems (1931) establish that, in sufficiently powerful axiomatic formal systems, there exist true propositions that cannot be proved or disproved within the system. This undecidability has been interpreted as an inherent limit to mathematical knowledge, affecting problems such as the Collatz Conjecture, as suggested by Terence Tao (2019). Paraconsistent logics offer alternatives, but often at the cost of real-world applicability. In this article, I propose an original extension: Neperian Covariant Equations (NCE), which integrate Neperian logarithms into covariant structures to model the temporal evolution of logical propositions.
Protocol for Psychological Operations (PSYOP)
This document outlines a comprehensive protocol for conducting psychological operations (PSYOP), drawing upon principles from various disciplines including mathematics and artificial intelligence. The protocol is designed to provide a structured framework for influencing target audiences and achieving strategic objectives, such as destabilizing adversary morale, influencing public opinion, or supporting allied narratives. It integrates several intelligence collection methods and behavioral analysis techniques to develop and disseminate effective messages, while also incorporating measures for impact assessment and ethical considerations.
Applications of the Nonlinear Exponential Function in Deep Neural Networks. 2024.
Windows Insider Program (2016 - 2021)
Description: Since 09/24/2016
Microsoft Corporation - One Microsoft Way - Redmond, WA 98052.
winsider@
Come experience the latest technologies: Containers, AI / Machine Learning, Serverless, DevOps, IoT, Mixed Reality, Power Platform.
Status: Completed
Nature: Development
Coordinator / Dona Sarkar
Mathematics Professor for OBMEP (Brazilian Public School Mathematics Olympiad)
From October 2022 to the present
Brazil
Supervisor Code: P86444229
I. Exchange among Mathematicians.
II. High-level research and scientific training in Mathematics.
III. Consulting in the field of Mathematics.
IV. Activities related to didactic-scientific projects.
Competencies: Problem solving.
I created the Neperian-Riemannian Method, an innovative mathematical approach that combines differential geometry and logarithmic scaling to model quantum entanglement. The research proposes treating quantum states as tensors on multidimensional manifolds, using the Neperian basis to stabilize complex calculations and avoid numerical errors. I establish deep connections between Number Theory, specifically the Riemann Zeta Function, and quantum chaos to describe the non-locality of particles. A case study with the Bell State demonstrates that this geometric technique protects information against decoherence, surpassing traditional linear methods. Ultimately, my work argues that geometric invariance is fundamental to the advancement of quantum computing and circuit optimization.
Google Local Guide
Freelance
May 2015 - Present
Sorocaba and Region, Brazil.
I contribute to Google Maps
I share reviews, photos, and knowledge on Google Maps, as Local Guides influencing how millions of people navigate the world.
I review and rate: I describe the details of the places I visit.
I describe the environment and my experience, specifically stating what I recommend or don't recommend.
I take photos: Millions of people can view my photos on Google Maps.
To showcase my best photos, I ensure they are in focus, use natural lighting, and capture the entire scene.
I add a place: I put new and unknown places on the map so that other people can find them more easily.
I edit a place: I add or update addresses, phone numbers, and other information on Google Maps to save time and help local businesses.
I answer questions: I can share useful insights about the places I visit by answering easy questions that appear on Google Maps.
I verify data: I check the information about places that other people have submitted before it is published on Google Maps.
I contribute to Google Maps: I share reviews