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The book Technofeudalism: What Killed Capitalism by Yanis Varoufakis got me into thinking about the Minotaur, but at the same time I couldn’t help but think about Kirtimukha. I decided to write a piece comparing the two myths and how they relate to capitalism. Capitalism: A Labyrinthine Monster or an Eternal Hunger? Throughout history, economic systems have been compared to great forces of nature, war machines, or living organisms. But if we turn to mythology, two figures stand out as powerful metaphors for modern capitalism: the Minotaur, a monster lurking in an inescapable labyrinth, and Kirtimukha, a self-consuming face that never disappears. ...

Throughout history, humans have displayed an unrivaled ability to adapt, exploit, and manipulate their environment. Unlike other animals bound by instinct, we leverage intelligence, creativity, and ruthlessness to ensure our survival and dominance. This opportunism has led to incredible advancements—but also immense destruction. The Evolutionary Edge of Opportunism Opportunism is not unique to humans; many animals take advantage of favorable circumstances. However, what sets us apart is the scale and sophistication of our strategies. From early humans using fire to hunt more efficiently to modern corporations exploiting global markets, our ability to seize opportunities is limitless. ...

The United States enjoyed a remarkable period of economic prosperity and social stability between the post-World War II era and the early 1980s. During this time, the petite bourgeoisie — the small business owners, independent professionals, and middle-class workers — thrived as the backbone of the American Dream. However, recent decades have seen this group face mounting challenges. Now, the question arises: is the petite bourgeoisie waking up to the economic and political realities that have eroded their former stability? ...

The Kagyu lineage is one of the four major schools of Tibetan Buddhism, alongside the Nyingma, Sakya, and Gelug traditions. Known as the “oral lineage” due to its emphasis on oral transmission of teachings from master to disciple, the Kagyu school is deeply rooted in meditative practices and experiential learning. Its teachings focus on practices such as Mahamudra, a profound meditation on the nature of mind, and the Six Yogas of Naropa, which include advanced techniques for spiritual realization. ...

Max Planck, often referred to as the father of quantum mechanics, made groundbreaking contributions to physics in the early 20th century. In 1900, he introduced the concept of quantized energy levels while studying blackbody radiation, leading to the formulation of Planck’s constant (\(\hbar\)). This constant became a cornerstone of quantum mechanics, laying the foundation for the study of the smallest scales of nature and influencing our understanding of fundamental constants like the speed of light, Planck length, and Planck time. ...

Communication is often seen as a straightforward exchange between an emitter and a receptor—a sender and a receiver. But what if the real issue lies not with the participants but within the system of beliefs that frames the entire exchange? The Power of Belief Over Message At its core, communication depends on a shared understanding of words, concepts, and intentions. However, what often determines the success or failure of a message isn’t its clarity or truth, but the beliefs of the audience. People tend to interpret information in ways that align with their preexisting worldview, often disregarding contradictory evidence. This cognitive bias ensures that even the most carefully crafted messages can be ignored, misinterpreted, or rejected outright. ...

Game theory and modern artificial intelligence (AI) are closely intertwined, as both involve making decisions in strategic, interactive environments. Here’s how they relate and draw from history: The Historic Foundations of Game Theory The development of game theory is rooted in the work of several key contributors whose ideas have shaped not only the field but also its application to modern AI: John von Neumann John von Neumann is one of the founders of game theory. His minimax theorem established that in zero-sum games, there exists an optimal strategy where players minimize their maximum possible losses. This insight laid the groundwork for strategic decision-making in adversarial settings, which is crucial in AI applications like competitive gaming and adversarial learning. ...

As technology evolves, so too does the art that reflects humanity’s ever-changing relationship with the universe. The convergence of art and science stands at the crossroads of inspiration and innovation, reshaping our cultural narratives and the very fabric of creative expression. This blog delves into the transformative possibilities emerging from these intersections, considering their potential to redefine both creativity and human experience. The Next Evolution of Art The flow of artistic expression, influenced by hyper-consumption, hyper-addiction, and hyper-automation, offers a glimpse into the future. Digital tools and AI have become integral to the artist’s palette, challenging conventional norms and enabling hybrid forms of creativity. Virtual and augmented realities are expanding artistic horizons, making immersive and participatory art more accessible to audiences. ...

In the realm of computing, two paradigms have competed for dominance: binary computers and analog computers. While binary systems have emerged as the prevailing model, their exponential growth in costs, especially in error correction and handling large-scale matrix computations, raises intriguing questions about their future. This blog delves into the historical evolution of these technologies, exploring why binary systems triumphed and at what cost. Historical Development The Analog Era Analog computers date back to ancient times with devices like the Antikythera mechanism, advancing significantly in the early 20th century. They excelled in solving differential equations and simulating physical systems, with applications in military, engineering, and scientific research. ...

The number 2.718182, famously known as the Euler constant or simply e, is one of mathematics’ most profound discoveries. First introduced in the seventeenth century, this constant plays a pivotal role in a wide array of scientific and technological fields. Its influence extends from accounting and finance to modern computing, engineering, and biology. But what exactly is e, and why is it so important? The Origins of e The journey of e begins with the study of compound interest in the late seventeenth century. Mathematicians like Jacob Bernoulli sought to understand how wealth grows when compounded continuously. In his explorations, Bernoulli observed a curious pattern: as the number of compounding intervals increased, the resulting value approached a fixed number—2.718… This realization set the stage for Leonhard Euler, who in 1731 formally defined and analyzed this constant. Euler named it after himself, solidifying its place in mathematical history. ...