Mysterious Constant that Makes Mathematicians Despair
Roger Apery claimed to solve a 200-year-old mathematical problem during a controversial lecture, facing skepticism and confusion but ultimately gaining recognition.
Why physics is unreasonably good at creating new math
Physics is increasingly inspiring breakthroughs in mathematics, reversing the historical trend of mathematics guiding physics.
Math and Physics Can't Prove All Truths
There are fundamental truths in mathematics that are provably unprovable.
Time: yes, it's a dimension, but no, it's not like space
The shortest distance between two points in spacetime is not a straight line, unlike in traditional three-dimensional space.
How Geometry Revealed Quantum Memory
Mathematics can be exciting and surprising, especially when exploring its deeper connections to physical phenomena.
John Coltrane Draws a Picture Illustrating the Mathematics of Music
Stephon Alexander illustrates the parallels between Albert Einstein's theories and John Coltrane's music, emphasizing the inherent mathematical qualities in both.
String Theorists Accidentally Find a New Formula for Pi
Recent research by Saha and Sinha offers a new formula for pi, discovered while exploring fundamental forces in string theory.
Why physics is unreasonably good at creating new math
Physics is increasingly inspiring breakthroughs in mathematics, reversing the historical trend of mathematics guiding physics.
Math and Physics Can't Prove All Truths
There are fundamental truths in mathematics that are provably unprovable.
Time: yes, it's a dimension, but no, it's not like space
The shortest distance between two points in spacetime is not a straight line, unlike in traditional three-dimensional space.
How Geometry Revealed Quantum Memory
Mathematics can be exciting and surprising, especially when exploring its deeper connections to physical phenomena.
John Coltrane Draws a Picture Illustrating the Mathematics of Music
Stephon Alexander illustrates the parallels between Albert Einstein's theories and John Coltrane's music, emphasizing the inherent mathematical qualities in both.
String Theorists Accidentally Find a New Formula for Pi
Recent research by Saha and Sinha offers a new formula for pi, discovered while exploring fundamental forces in string theory.
Discover the Mathemagic with Drag Queen Kyne Santos
Mathematics can be applied to every aspect of life, revealing patterns that help us understand the world around us.
Math is art. Here's how to appreciate it that way.
Understanding math's beauty can transform its perception as a useful tool for real-world applications rather than just a subject to pass.
Everyone Is Capable of Mathematical Thinking-Yes, Even You
Mathematical thinking is accessible to everyone and involves constantly questioning one's own intuitions.
Teaching Kids About Bitcoin Can Ensure Its Legacy Goes On | HackerNoon
Bitcoin is a revolutionary form of money essential for trade, yet many youths lack real experience with it.
There's a predicted future value of Bitcoin as more youths become aware and involved with cryptocurrency.
8 lessons on lifelong learning from an astrophysicist
Astrophysicists must master mathematics and problem-solving skills, focusing on careful problem setup to cultivate deeper insights throughout their learning journey.
A handy guide to the universal language for the mathematically perplexed
Math for English Majors connects complex mathematical concepts to relatable contexts, making math accessible and enjoyable for non-specialists.
Discover the Mathemagic with Drag Queen Kyne Santos
Mathematics can be applied to every aspect of life, revealing patterns that help us understand the world around us.
Math is art. Here's how to appreciate it that way.
Understanding math's beauty can transform its perception as a useful tool for real-world applications rather than just a subject to pass.
Everyone Is Capable of Mathematical Thinking-Yes, Even You
Mathematical thinking is accessible to everyone and involves constantly questioning one's own intuitions.
Teaching Kids About Bitcoin Can Ensure Its Legacy Goes On | HackerNoon
Bitcoin is a revolutionary form of money essential for trade, yet many youths lack real experience with it.
There's a predicted future value of Bitcoin as more youths become aware and involved with cryptocurrency.
8 lessons on lifelong learning from an astrophysicist
Astrophysicists must master mathematics and problem-solving skills, focusing on careful problem setup to cultivate deeper insights throughout their learning journey.
A handy guide to the universal language for the mathematically perplexed
Math for English Majors connects complex mathematical concepts to relatable contexts, making math accessible and enjoyable for non-specialists.
Why This Great Mathematician Wanted a Heptadecagon on His Tombstone
Gauss wished to be remembered for his proof of the regular heptadecagon, highlighting its significance in his mathematical legacy.
Richard Hamilton, Who Helped Solve a Mathematical Mystery, Dies at 81
Richard Hamilton's Ricci flow transformed geometry and played a crucial role in solving significant mathematical problems.
Mathematicians Reinvent the Wheel in Higher Dimensions to Solve Decades-Old Geometry Problem
Mathematicians are reimagining wheels, creating many-dimensional shapes that can roll in ways beyond our understanding.
The 7 Coolest Mathematical Discoveries of 2024
This year's mathematical discoveries include the largest known prime number, a new method for calculating pi, and the introduction of a new geometric shape.
Why This Great Mathematician Wanted a Heptadecagon on His Tombstone
Gauss wished to be remembered for his proof of the regular heptadecagon, highlighting its significance in his mathematical legacy.
Richard Hamilton, Who Helped Solve a Mathematical Mystery, Dies at 81
Richard Hamilton's Ricci flow transformed geometry and played a crucial role in solving significant mathematical problems.
Mathematicians Reinvent the Wheel in Higher Dimensions to Solve Decades-Old Geometry Problem
Mathematicians are reimagining wheels, creating many-dimensional shapes that can roll in ways beyond our understanding.
The 7 Coolest Mathematical Discoveries of 2024
This year's mathematical discoveries include the largest known prime number, a new method for calculating pi, and the introduction of a new geometric shape.
The workshop demonstrated the significance of medieval Islamic contributions to astronomy, particularly through the astrolabe and its mathematical precision.
Google's DeepMind AI takes home silver medal in complex math competition
Google's DeepMind AI models successfully solved challenging math problems in the International Mathematical Olympiad, demonstrating advanced mathematical reasoning abilities.
How I peer into the geometry behind computer vision
AI research focuses on developing theoretical foundations and applications, particularly in brain-computer interfaces to aid movement for paralyzed individuals.
Decline after fall, Books in brief
Self-driving technology requires human oversight, demonstrating the ongoing evolution of automotive innovation.
Mathematical Proofs for SPD Inner Products and Pseudo-Gyrodistances in Manifold Layers | HackerNoon
The article explores mathematical concepts in machine learning, focusing on specific propositions related to SPD manifolds and the application of inner product definitions.
Google's DeepMind AI takes home silver medal in complex math competition
Google's DeepMind AI models successfully solved challenging math problems in the International Mathematical Olympiad, demonstrating advanced mathematical reasoning abilities.
How I peer into the geometry behind computer vision
AI research focuses on developing theoretical foundations and applications, particularly in brain-computer interfaces to aid movement for paralyzed individuals.
Decline after fall, Books in brief
Self-driving technology requires human oversight, demonstrating the ongoing evolution of automotive innovation.
Mathematical Proofs for SPD Inner Products and Pseudo-Gyrodistances in Manifold Layers | HackerNoon
The article explores mathematical concepts in machine learning, focusing on specific propositions related to SPD manifolds and the application of inner product definitions.
The introduction of zero transformed mathematics from a tangible discipline to one that accommodates abstract concepts, enabling exploration of complex ideas and universal language.
Isaac Newton Creates a List of His 57 Sins (Circa 1662)
Isaac Newton's influence during the Enlightenment bridged scientific rationalism and personal theism, challenging traditional religious perspectives while advancing mathematical laws of the universe.
Where Does Math Come From?
Math's essence is debated: is it a discovery of the universe or a human invention?
Zero: The key to understanding everything?
The introduction of zero transformed mathematics from a tangible discipline to one that accommodates abstract concepts, enabling exploration of complex ideas and universal language.
Isaac Newton Creates a List of His 57 Sins (Circa 1662)
Isaac Newton's influence during the Enlightenment bridged scientific rationalism and personal theism, challenging traditional religious perspectives while advancing mathematical laws of the universe.
Where Does Math Come From?
Math's essence is debated: is it a discovery of the universe or a human invention?
How Your Brain Processes Zero (It's Not Exactly Nothing')
Zero is a foundational yet complex concept in mathematics, requiring advanced abstract thinking for understanding.
The Mathematical Mind Offers Neuroscientists a Master Class in Concentration
Expert mathematicians enter a unique deep concentration state when solving complex math problems, revealing insights into how the brain engages with challenging tasks.
How Your Brain Processes Zero (It's Not Exactly Nothing')
Zero is a foundational yet complex concept in mathematics, requiring advanced abstract thinking for understanding.
The Mathematical Mind Offers Neuroscientists a Master Class in Concentration
Expert mathematicians enter a unique deep concentration state when solving complex math problems, revealing insights into how the brain engages with challenging tasks.
Universe would die before monkey with keyboard writes Shakespeare, study finds
Mathematicians argue that the infinite monkey theorem is misleading, showing that producing Shakespeare's works is statistically improbable even over massive timescales.
Can you solve it? The box problem that baffled the boffins
Andrew and Barbara's prize-finding game illustrates surprising probabilities and strategic approaches, prompting discussion about success rates in their respective search methods.
Analysis of the Jante's Law Process and Proof of Conjecture: Proof of Theorem 1 | HackerNoon
The paper explores how deterministic initial conditions affect the limiting behavior of random processes in mathematical systems.
Universe would die before monkey with keyboard writes Shakespeare, study finds
Mathematicians argue that the infinite monkey theorem is misleading, showing that producing Shakespeare's works is statistically improbable even over massive timescales.
Can you solve it? The box problem that baffled the boffins
Andrew and Barbara's prize-finding game illustrates surprising probabilities and strategic approaches, prompting discussion about success rates in their respective search methods.
Analysis of the Jante's Law Process and Proof of Conjecture: Proof of Theorem 1 | HackerNoon
The paper explores how deterministic initial conditions affect the limiting behavior of random processes in mathematical systems.
He was in mystic delirium': was this hermit mathematician a forgotten genius whose ideas could transform AI or a lonely madman?
Grothendieck's contributions to mathematics revolutionized various fields, but his later life was marked by isolation and despair.
Math and Puzzle Fans Find Magic in Martin Gardner's Legacy
Martin Gardner left a remarkable legacy in the field of mathematics and science communication, captivating audiences with puzzles and magic.
Mathematician Al Schatz dies at 90 | Cornell Chronicle
Alfred H. Schatz was a distinguished mathematician known for his expertise in finite element methods and contributions to solving complex partial differential equations.
He was in mystic delirium': was this hermit mathematician a forgotten genius whose ideas could transform AI or a lonely madman?
Grothendieck's contributions to mathematics revolutionized various fields, but his later life was marked by isolation and despair.
Math and Puzzle Fans Find Magic in Martin Gardner's Legacy
Martin Gardner left a remarkable legacy in the field of mathematics and science communication, captivating audiences with puzzles and magic.
Mathematician Al Schatz dies at 90 | Cornell Chronicle
Alfred H. Schatz was a distinguished mathematician known for his expertise in finite element methods and contributions to solving complex partial differential equations.
Randall Munroe creatively combines humor and puzzles, appealing to problem-solvers while engaging readers with meta-jokes and unique mathematical challenges.
Did you solve it? An object that defies common sense
Designing an object that fits through a narrow opening but not a wide one challenges intuitive thinking.
Did you solve it? The enigma of Randall Munroe
The first puzzle has multiple valid solutions for x, y, and z, illustrating the complexity of mathematical reasoning.
The second puzzle reveals the value of D as 7 through logical deductions based on region sums.
Did you solve it? The poker puzzle that has everyone fooled
The circumference of a pint glass is often unintuitively longer than the height.
Understanding poker hand rankings is crucial to determining the winning hand.
Math Puzzle: Find the Imposter Number
The number 75 must be replaced by 74 to maintain the integrity of the list of products of two prime numbers.
Can you solve it? The enigma of Randall Munroe
Randall Munroe creatively combines humor and puzzles, appealing to problem-solvers while engaging readers with meta-jokes and unique mathematical challenges.
Did you solve it? An object that defies common sense
Designing an object that fits through a narrow opening but not a wide one challenges intuitive thinking.
Did you solve it? The enigma of Randall Munroe
The first puzzle has multiple valid solutions for x, y, and z, illustrating the complexity of mathematical reasoning.
The second puzzle reveals the value of D as 7 through logical deductions based on region sums.
Did you solve it? The poker puzzle that has everyone fooled
The circumference of a pint glass is often unintuitively longer than the height.
Understanding poker hand rankings is crucial to determining the winning hand.
Math Puzzle: Find the Imposter Number
The number 75 must be replaced by 74 to maintain the integrity of the list of products of two prime numbers.
Pianos cannot be perfectly tuned due to mathematical constraints, differing from string instruments like guitars and violins.
Analysis of the Jante's Law Process and Proof of Conjecture: Coupling Y () and Z() | HackerNoon
The main focus is on proving absolute continuity in a mathematical context regarding convex bodies and isoperimetric inequalities.
How math brings order to our universe
Mathematics serves as a universal language that connects the natural world with deeper theological insights about order and purpose.
Students Find New Evidence of the Impossibility of Complete Disorder
Sah, Sawhney, and Leng made a breakthrough in understanding arithmetic progressions and order within large sets of integers after decades of stagnation.
In Britain, we are still astonishingly ignorant': the hidden story of how ancient India shaped the west
Brahmagupta defined zero as a number, revolutionizing mathematics and allowing for arithmetic based on ten symbols, including zero.
Analyzing Reward Functions and Equivalence Classes | HackerNoon
This article delves into the mathematical underpinnings and empirical validations of a new algorithm, showcasing its advantages over classical methods.
High-Dimensional Sudoku Puzzle Proves Mathematicians Wrong on Long-standing Geometry Problem
Tiling in higher dimensions can result in nonrepeating chaos, challenging the periodic tiling conjecture.
A new type of strictly aperiodic tile was discovered, disproving the conjecture that all tiling must repeat.
The Great FP Terminology Barrier (Scala 3 Video)
Effective method naming in programming bridges clarity and usability, encouraging broader adoption.
Aligning programming terminology with mathematical concepts can enhance comprehension among users.
Advanced Poker Math In Online Casinos: Pot Odds, Implied Odds, And Expected Value
Poker math is essential for informed decision-making, especially regarding pot odds, expected value, and implied odds in both cash games and tournaments.
The Paradox of 1 1 + 1 1 + 1 1 +
Infinite series can produce paradoxical results that challenge our understanding of mathematics and logic.
The exploration of these mathematical enigmas illustrates the intersection of human reasoning and abstract concepts.
Three of the Strangest Paradoxes in Mathematics
Our intuition in mathematics can often mislead us, especially with concepts like infinity that yield surprising results.
Hilbert's Hotel exemplifies how infinite sets can defy physical limitations, illustrating paradoxes that challenge our intuitive understanding.
Portland Artist Sidony O'Neal Is Looking for Connective Tissue
O'Neal's essay in a Black feminist anthology explores the concept of equation as a verb, highlighting the idea of something becoming fungible through equal sign functions.
Hidden figures: shining a light on history's most overlooked mathematicians
Math history often overlooks contributions from diverse backgrounds. Kitagawa and Revell seek to enrich and broaden this narrative.
This startup is building the country's most powerful quantum computer on Chicago's South Side
Peter Shor's quantum algorithm showcased potential for exponential speedup in solving complex mathematical problems.
nik bentel's mathematics-inspired 'orb bag' has shiny finish that looks like a distorting mirror
Nik Bentel's Orb Bag is inspired by the mathematical surface 'Dupin Cyclide,' creating a mirror-like accessory that distorts reflections for a unique user experience.
So how do you track spread of disease? By the numbers. - Harvard Gazette
Ivan Specht, a Harvard student, used his love for math to develop a contract-tracing app during the pandemic, expanding his coursework and working on statistical modeling related to disease spread.
Four Cornell professors elected to national academy | Cornell Chronicle
The article highlights the newly elected members of Cornell University's board and their diverse areas of expertise.
Mathematicians Explain Why Some Lengths Can't Be Measured
Mathematicians in the late 19th-century began to question how to measure abstract sets, leading to the development of set theory as a cornerstone for measurement.
Did you solve it? Art thou smarter than Shakespeare?
Shakespeare had clever ways of encoding numbers in his works.
Elizabethan England had popular gambling games like Hazard.
Shakespeare used various measurements of distance in his writings.