Results for: Mathematical Ideas

When Intelligence Becomes Abundant

What happens when intelligence becomes abundant? This essay argues that the physical limits of computation, energy, infrastructure and access may matter as much as raw model intelligence in determining how useful AI can become.

AI–Human Assisted Design: A New Protocol for Infographics

A practical AI–human protocol for designing intelligent infographics: build the grayscale architecture first, preserve meaningful fills, then add minimal contextual colour only where it improves clarity.

KAKA Trading System: A Hidden Indian Gem in Stock Trading

An exploration of an unconventional Indian trading framework built around price action, market structure and distinctive Indian formations. The article examines the deeper logic of the KAKA system and how its rules could be preserved and tested systematically.

AI Scientific Thinking Certification: A Personal Research Scorecard

Could AI eventually certify how well a person thinks, not just what they know? This proposed framework uses longitudinal observation to assess idea discovery, reasoning, experimentation, falsification, communication and independent research.

Mind Architecture Method: A Universal Framework for Learning, Life & AI

Intelligence is not only about what a mind knows. It is also about how the mind is organized to learn, decompose problems, build structure, explore possibilities, evaluate results and integrate experience. This article proposes a practical Mind Architecture framework and connects it to cognitive architectures and AI system design.

Chat GPT Product Review : Real User Insights

A real-user review of ChatGPT’s model intelligence, memory, retrieval, UI/UX and tool limitations — and why a Pro upgrade is not the obvious answer when information flow is the real bottleneck.

P vs. NP: From the 2006 Geometric Seed to a Hierarchical Proof Framework

A sequel to the 2006 Euclidean TSP manuscript: reconstructing the geometric argument through one-to-one mapping, triangle inequality, four-city closure, recursive stitching, clusters, and a precise list of what is proved, what is evidence, and what still requires proof.

P vs. NP: From a 2006 Geometric Seed to a Formal 2026 Research Program

A 2026 formal expansion of Hemant Pandey’s 2006 P vs. NP manuscript, returning to its geometric seed—Hamiltonian paths, convex polygons and topology—and identifying the proof obligations needed to turn that intuition into a rigorous polynomial-time result.