Infinity is an abstract concept that denotes boundlessness, endlessness,... or the absence of any limit and quantitative measure. Contrary to popular belief, infinity (represented by the symbol ∞) is not a number, but rather a property of mathematical sets, spaces, or processes that can never be exhausted or measured using standard digits. In science, the concept of infinity manifests in various ways. In mathematics, it describes endless series of numbers, where some infinities can actually be "larger" than others (for instance, the number of points on a line is greater than the total count of whole numbers). In physics and cosmology, the term is used when studying the structure of the Universe and the density of black holes, while in philosophy, it helps contemplate eternity and the absolute diversity of the world. The familiar symbol resembling a sideways figure eight is called a lemniscate. It was first introduced to science by the English mathematician John Wallis in 1655. Historians link the shape of the sign either to the Greek letter ω (omega) or to the ancient Roman notation for the number 1,000, which ancient peoples frequently associated with an uncountably large quantity. #sciencetok #mathematics #education #infinityshow more

The Youth are Anarchist Futurists. #fyp #xyz #aristocratofthesoul #futurism... #anarchist Graham's number is an immense number that arose as an upper bound on the answer of a problem in the mathematical field of Ramsey theory. It is much larger than many other large numbers introduced as effective bounds in mathematics, such as Skewes's bound, which in turn is much larger than a googolplex. Graham's number is so large that the observable universe is far too small to contain its ordinary digital representation, assuming that each digit occupies one Planck volume. But even the number of digits in this digital representation of Graham's number would itself be a number so large that its digital representation cannot be represented in the observable universe. Nor even can the number of digits of that number—and so forth, for a number of times far exceeding the total number of Planck volumes in the observable universe.show more

🕊️ The Faravahar: An Ancient Persian Symbol with a... Powerful Meaning High on the stone walls of Persepolis, the ancient capital of Persia, you can see a mysterious winged symbol carved into the rock. This symbol is called the Faravahar (or Farohar), and it is one of the most important signs of Zoroastrianism, one of the world’s oldest religions. At first look, the Faravahar may seem like a royal emblem or a symbol of power. But its meaning goes much deeper than that. The design comes from very old Middle Eastern traditions. Long before Persia, kings used winged sun symbols on seals to show divine protection and authority. Over time, the Persians gave this image a new meaning. In Zoroastrian belief, the Faravahar came to represent the human soul, its choices, and its journey through life. Every part of the symbol has a message: 🪽 The wings stand for growth, progress, and rising toward good thoughts and actions. 🧍 The human figure in the center reminds us that humans have free will and must choose between right and wrong. 🔄 The circular shape shows the ongoing journey of life and the balance between the spiritual and the physical world. In ancient Persia, the Faravahar was not just art on a wall. It showed faith, identity, and legitimacy. It reminded rulers and people alike that power should be guided by wisdom, truth, and moral responsibility. Even today, the Faravahar invites curiosity. Is it a symbol of God? A guide for the soul? Or a sign of royal authority? Perhaps it is all of these at once. What is clear is this: the Faravahar is a timeless symbol that shows how deeply spiritual belief and leadership were connected in ancient Persia—and how those ideas still speak to us today. ✨show more

The number Pi (π) is a mathematical constant representing... the ratio of a circle's circumference to its diameter. Regardless of the circle's size, this ratio always remains the same and is commonly rounded to 3.14 for everyday calculations. The symbol π, derived from the Greek word for perimeter, was first introduced by William Jones in 1706 and later popularized by Leonhard Euler, leading to the global celebration of Pi Day on March 14th (3/14). The defining characteristic of Pi is that it is both irrational and transcendental, meaning its decimal expansion is infinite and never falls into a repeating pattern. Scientists and mathematicians use powerful supercomputers to continuously push boundaries, having already calculated more than 100 trillion digits past the decimal point. For most precise scientific calculations, however, just the first few digits — 3.14159265 — are more than enough. In the practical world, Pi is indispensable across geometry, architecture, physics, and aerospace engineering. Beyond measuring the area of a circle or the volume of a sphere, it allows engineers to calculate satellite orbits, wave oscillations, and electromagnetic fields. It inherently weaves through the fabric of our universe wherever circular motion, rotation, or waves occur. #pi #mathematics #science #factsshow more

The Fibonacci sequence is an infinite series of numbers... (0, 1, 1, 2, 3, 5, 8, 13, 21...) where each number is the sum of the two preceding ones. Named after the 13th-century Italian mathematician Leonardo of Pisa (known as Fibonacci), it was popularized in the West through a problem tracking the idealized population growth of rabbits. The sequence holds a profound place in science and art because the ratio between consecutive numbers closely approximates 1.618, the famous Golden Ratio. This mathematical proportion is mirrored throughout nature, dictating the spiral patterns of seashells, sunflowers, pinecones, and even galaxies. In the modern era, Fibonacci numbers are highly practical, serving as a foundational concept for creating search algorithms in computer science and forming the basis for retracement tools used by traders to analyze price movements in financial markets. #mathematics #math #education #scienceshow more

Either reality is such that the Universe is an... eternal and linearly infinite bubbling ocean of physical matter, where an infinite number of worlds arise and take shape — including infinitely identical ones — or our logic lacks something essential for understanding the limits of the Universe. : The author presents two stark alternatives for understanding reality. Either the Universe is an eternal, linearly infinite ocean of physical matter — a ceaselessly bubbling expanse in which an infinite number of worlds continuously arise, evolve, and sometimes mirror one another exactly or our current logic is fundamentally incomplete, missing some essential principle needed to grasp the true boundaries (or boundarylessness) of existence. This dilemma forces us to confront the limits of human reason when faced with cosmic scale. If the first option holds, then our own world is merely one fleeting bubble among countless others, and every event, every life, every civilization is repeated infinitely across the vastness. If the second is true, then reality may possess structures or dimensions that lie permanently beyond our conceptual reach. In either case, the question reveals the profound humility required when contemplating the ultimate nature of the cosmos. Our logic may be powerful, but it is not yet sufficient to settle whether infinity or incompleteness better describes the whole.show more

#ouroboros #loop #meme #snake #ouroborosedit ouroboros meaning ouroborosThe Ouroboros... is an ancient symbol of a snake or dragon eating its own tail, representing eternity, continuous renewal, and the eternal cycle of life and death.Origin and HistoryThe word comes from Greek, meaning "tail-devourer".The earliest known depiction appears in Ancient Egypt from the 14th century BCE in the tomb of King Tutankhamun.It later entered Greek magical traditions, Gnosticism, and alchemy.Core MeaningsEternity and Infinity: The continuous circle shows time has no beginning or end.Destruction and Rebirth: It shows how life feeds on death, and creation arises from destruction.Unity of Opposites: Most users on Reddit AskPhilosophy agree that the symbol embodies self-containment, balance, and the idea that "the One is the All".If you'd like, I can share:How the symbol appears in Norse mythologyIts connection to alchemy and chemistry (like the benzene ring)Let me know what you want to explore next!RedditWhat is the philosophical significance of the ouroboros (snake eating itself ...Self-Containment and Perfection: The ouroboros embodies self-containment, original perfection, and the unity of dualities such as male/female, creation/destruct...WikipediaOuroborosOuroboros For other uses, see Ouroboros (disambiguation). Learn more This article's lead section may be too short to adequately summarize the key points. Please...www.feelnopain.itTHE OUROBOROS: HISTORY, MEANING AND SYMBOLISMWHAT IS THE OUROBOROS? Ouroboro is one of the oldest and most mysterious symbols in the history of humanity. We find it in different civilizations, from Egyptia...Study.comOuroboros Symbol | Meaning & HistoryWhat is the Ouroboros? The snake or serpent-dragon that forms a circle by consuming its own tail is an archaic symbol called the ouroboros. Ouroboros is sometim...Dictionary.comouroboros | Pop CultureWhere does ouroboros come from? Ouroboros derives from a Greek word meaning “tail-devourer.” While the word is not attested in English until the 1940s, the conc...Cambridge DictionaryOUROBOROS | definition in the Cambridge English Dictionaryan ancient circular symbol that shows a snake or a dragon eating its own tail, used in various cultures and systems of thought, especially to refer to the conti...Vocabulary.comOuroboros - Definition, Meaning & Synonyms | Vocabulary.comThe ouroboros is an ancient spiritual symbol that dates back to the 14th century BCE. It is depicted as a snake or dragon consuming its own tail, forming a circ...Terre des LoupsOuroboros: meaning of the snake eating its tail | Terre des Loupsgiving it or having it inked. Here is what the sources actually say, and what the Norse world made of it through Jörmungand, the serpent that girdles the world ...show more

The suppression of uncomfortable ideas may be common in... religion or in politics, but it is not the path to knowledge, and there's no place for it in the endeavor of science.show more

In Honor of People Taking Their AP Calc and... Calc Finals | For the ones wondering what is integration, in the simplest of words, it find the accumulated total. That includes can be under an curve or volume of shapes. Frankly, it looks harder than it really is (because some people like to make it look complex). Given a week, I think anyone can do simple integration and use some technique in doing so. If not, Riemann sum can provide an approximation for the area under the curve! | #calculus #mathematics #physics #edit #aptestshow more

The Theodorus Spiral (or Pythagorean snail), first described by... the ancient Greek mathematician Theodorus of Cyrene in the 5th century BC, is a sequence of contiguous right-angled triangles. Its core purpose was to serve as a geometric calculator for constructing irrational lengths, allowing ancient scholars to visually demonstrate and precisely measure numbers that cannot be expressed as simple fractions. The construction begins with a triangle whose shorter sides equal one, and each subsequent element is built upon the longest side of the previous one. By always adding a new outer side of the same fixed length of one, the spiral mechanically generates exact lines representing the values of consecutive square roots without using complex arithmetic. In its original form, the triangles complete a full turn and begin to overlap each other at the 17th step, which is exactly where Theodorus stopped his calculations. If you continue this mathematical process infinitely, the vertices of the figure smoothly approximate the shape of a continuous Archimedean spiral. #geometry #mathematics #school #physicsshow more

The infinity mirror is a configuration of two or... more parallel or angled mirrors, which are arranged to create a series of smaller and smaller reflections that appear to recede to infinity [📹 internationalfactory]show more

A system where a black hole replaces a star... is scientifically plausible, and planets orbiting within it are informally called "blaneets" (a mashup of black hole and planet). Contrary to popular myths, a black hole does not inevitably suck in everything around it; if it has the same mass as our Sun, planets will orbit it along the exact same stable paths as they do in the Solar System. The primary difference is the complete absence of familiar starlight and warmth. Such planets can originate in three ways: surviving the supernova explosion that created the black hole, forming anew from its surrounding dust and gas disk, or being gravitationally captured from deep space. Instead of a sun, the energy source for this system would be an accretion disk — a ring of matter swirling around the black hole that gets heated to millions of degrees by friction, causing it to glow intensely. Theoretically, life on a blaneet is possible, but only around supermassive black holes and under extremely hostile conditions. Instead of a sun, the local biosphere would be illuminated by a giant, radiant ring, and the planet would need an incredibly dense atmosphere to shield against deadly X-ray radiation. Furthermore, due to the colossal gravity, time on the surface of such a world would tick much slower than in the rest of the universe. #blackhole #scary #science #spacetokshow more

Elon Musk "The suppression of uncomfortable ideas may be... common in religion or in politics, but it is not the path to knowledge and there is no place for it in the endeavor of science." - Carl Saganshow more

The spaceship buried beneath the Sphinx and the Pyramids,... mentioned in the Emerald Tablets of Thoth the Atlantean, is the key to passing the Halls of Amenti. The ancient Egyptians traveled the stars to achieve immortality and the Akh body, which is essentially a star or a body made of plasma. It is connected to the Merkabah chariot that carries the soul to God, or a space ship, just as the ancient Egyptians depicted the journey through the Underworld as a ship sailing on the waters of the stars and the Milky Way. Beneath lies the knowledge of ascension. Or…show more

Madain Saleh, also known as Al-Hijr, is a pre-Islamic... archaeological site located in the northwest of Saudi Arabia. It is one of the most important archaeological sites in the Middle East and was designated as a UNESCO World Heritage site in 2008. Madain Saleh is a place of great historical and cultural significance, and it is a must-visit destination for anyone interested in the history and culture of the Arabian Peninsula. Madain Saleh was the second city of the Nabataean kingdom, which was established in 2nd Century BC. The Nabataeans were an Arab tribe who were known for their expertise in carving tombs and buildings out of rock. They were also skilled in agriculture, trade, and commerce. The Nabataean kingdom was centered in Petra, which is located in modern-day Jordan. Madain Saleh served as a strategic outpost for Nabataeans, and it was an important stop on the trade routes that connected the Arabian Peninsula with the Mediterranean world. Archaeological site of Madain Saleh covers an area of 13 square kilometers. It is located in a remote desert region, and it is surrounded by rocky mountains and valleys. The site contains around 130 tombs, which were carved out of the sandstone cliffs. The tombs are adorned with intricate carvings and inscriptions, which provide insights into the culture and religion of the Nabataeans. The most famous tomb at Madain Saleh is the Qasr Al-Farid, which means "the lonely castle." This tomb is located on a hilltop and is surrounded by a large courtyard. It is the largest tomb at the site, and it is considered to be one of the finest examples of Nabataean architecture. The tomb was never completed, and it is believed that it was abandoned after the death of the Nabataean king who commissioned it. Another important tomb at Madain Saleh is the Tomb of Lihyan son of Kuza. This tomb is located in the southern part of the site and is carved into a rock cliff. It features a large entrance hall, a central chamber, and a series of smaller rooms. The tomb is decorated with intricate carvings and inscriptions, which provide insights into the religious beliefs of Nabataeans. Madain Saleh is not just a site of tombs; it also contains a number of other important structures. These include the Al-Khuraymat and Al-Sabika temples, which were used for religious ceremonies and rituals. The site also contains a number of houses, wells, and cisterns, which provide insights into the daily lives of the Nabataeans. Madain Saleh was abandoned in the 3rd Century AD, after decline of the Nabataean kingdom. The site was rediscovered in the 19th Century by the Swiss traveler Johann Ludwig Burckhardt. Since then, it has been studied by archaeologists from all over the world. The site is now managed by the Saudi Commission for Tourism and National Heritage, which has carried out extensive restoration and preservation work. Madain Saleh is not just a site of historical and cultural significance; it is also a place of great natural beauty. The site is surrounded by rugged mountains and valleys, and it is home to a diverse range of flora and fauna. Visitors to the site can enjoy hiking and camping, as well as exploring the ancient ruins. Madain Saleh is a site of great historical and cultural significance, and it is a must-visit destination for anyone interested in the history and culture of the Arabian Peninsula. Ancient ruins at Madain Saleh provide a glimpse into the engineering and architectural skills of the Nabataeans, as well as their religious beliefs and cultural practices. However, as the site becomes an increasingly popular tourist destination, there are concerns about its preservation and the impact of tourism on the local environment. It is important that the Saudi government and local communities work together to ensure that the site is protected and that tourism is managed in a sustainable way. 🎥© Paris Verra #archaeohistoriesshow more

Did you know that in the ancient Tibetan traditions... there is a hidden city known as Shambala where human knowledge never dies and is safe from destruction and catastrophic events? That city is placed somewhere north, high in the mountains! What does that remind you of? It's an ancient doomsday bunker city made by the elite survivors or a breakaway civilization. I have an idea of where that secret location is. The Greek version of Shambala is Hyperborea, which is located beyond the northern winds or near the North Pole. It's home to an advanced civilization and the god Apollo.show more

There is a shape in mathematics that can hold... a finite amount of paint, yet would require an infinite amount of paint to coat its surface. It is called Gabriel’s Horn. Imagine rotating the curve y=1/x around the x-axis. The result is a long, tapering surface that stretches infinitely, like a tunnel that never ends. Here’s where the paradox appears. The volume of this shape converges—if you add up all its infinitesimal slices, the total stops growing. In other words, you can completely fill it with a finite amount of paint. But the surface area diverges. No matter how far you go along the horn, there is always more surface to cover. The outer “skin” keeps extending, demanding more paint without end. So while you could pour paint inside and fill it entirely, you would never finish painting the outside. This is not a trick, but a consequence of how infinity behaves. The radius shrinks quickly enough for the volume to remain finite, yet not fast enough to keep the surface area from growing without bound. It reveals a deeper truth: infinity does not simply mean “very large”—it means unending. And sometimes, the infinite can exist within the finite in ways that defy our intuition, even while remaining perfectly consistent in mathematics.show more

The 6-orthoplex (also known as the hexacross or hexacontatetrahedron)... is a regular six-dimensional geometric polytope. It belongs to the cross-polytope (hyperoctahedral) family, serving as the 6D analogue of a 3D octahedron and a 2D square. In Cartesian coordinates, its vertices are positioned in pairs along six mutually perpendicular axes, defining its highly symmetric structure. This multi-dimensional object consists of 12 vertices, 60 edges, 160 triangular faces, and 240 tetrahedral cells. Furthermore, its boundary is formed by 192 four-dimensional hyperfaces and 64 five-dimensional facets, each of which is a regular 5-simplex (the 5D analogue of a tetrahedron). All of these elements are perfectly uniform, creating an ideal enclosed figure in six-dimensional space. In higher-dimensional geometry, the 6-orthoplex is the dual polytope of the hexeract (the 6D hypercube), meaning the centers of a hexeract's facets correspond to the vertices of a 6-orthoplex. It is represented by the Schläfli symbol {3,3,3,3,4}. Its structural symmetry is governed by the hyperoctahedral group B₆, which consists of 46,080 distinct rotations and reflections. #geometry #mathematics #science #educationshow more