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A Different Side of Albert Einstein ❤️🐱In 1946, while returning from Germany to New York aboard the S.S. John M. Schofie...
30/06/2026

A Different Side of Albert Einstein ❤️🐱

In 1946, while returning from Germany to New York aboard the S.S. John M. Schofield, Chief Engineer Edward S. Moses wrote a delightful letter to Albert Einstein.

The sailors had rescued a starving kitten in Bremen and, after showering it with evaporated cream, sardines, and liver sausage, the little fellow grew into a lively troublemaker. When the kitten scratched a young sailor, the carpenter proudly declared:

"Sure, that cat is crazy like Einstein. Wasn't he smart enough to leave Germany and come to the United States?"
The crew then officially named the kitten "Professor Albert Einstein."

The letter ends with a wonderful pun:

"...a bunch of hard-boiled sailors whose conception of 'relativity' is a euphemistic synonym for kinship."

It's a charming reminder that even one of history's greatest scientific minds inspired not only admiration for his genius but also warmth, humor, and affection among ordinary people.

Sometimes, the most memorable tributes don't come from scientists—they come from sailors... and a mischievous little kitten.

📜 A delightful glimpse into the human side of Albert Einstein's legacy.

1/2 off Haircuts 🐹✂️😂
18/06/2026

1/2 off Haircuts 🐹✂️😂

"The distinction between the past, present, and future is only a stubbornly persistent illusion."— Albert EinsteinTime f...
18/06/2026

"The distinction between the past, present, and future is only a stubbornly persistent illusion."
— Albert Einstein

Time feels like a river flowing from yesterday to tomorrow. We remember the past, experience the present, and anticipate the future. Yet Einstein's revolutionary view of the universe suggests that this familiar picture may not reflect reality.

According to the Theory of Relativity, space and time are woven together into a single four-dimensional fabric called spacetime. From this perspective, the separation between past, present, and future depends on the observer's motion rather than being an absolute feature of the universe.
This does not mean that time is unreal in our everyday lives. We still age, events unfold, and causes precede effects. Instead, Einstein's insight reminds us that reality is far richer and more subtle than our intuition suggests.

Perhaps one of the greatest lessons from mathematics and physics is that the universe often refuses to conform to common sense. The deeper we explore, the more extraordinary reality becomes.

What do you think?

Is time something we discover or something our minds create?

The Staircase of Knowledge – University of Balamand, Lebanon📚 This remarkable staircase at the University of Balamand in...
13/06/2026

The Staircase of Knowledge – University of Balamand, Lebanon
📚 This remarkable staircase at the University of Balamand in Lebanon transforms steps into the spines of some of humanity's most influential books. Arranged from ancient to modern works, it symbolizes the intellectual journey that has shaped our civilization.
For mathematicians, the image conveys a profound truth: knowledge is cumulative.
Every mathematical discovery rests on earlier ideas. Euclid built on Greek geometry. Newton and Leibniz developed calculus using centuries of prior work. Gauss, Hilbert, Noether, and countless others extended the staircase further. Modern science, engineering, computing, and artificial intelligence all stand on these mathematical foundations.
What makes the image especially striking is that mathematics is largely invisible here. Yet many of the books represented—from philosophy and physics to economics and technology—depend on mathematical ideas developed over millennia.
The staircase reminds us that learning is not merely climbing upward; it is joining a conversation that began long before us and will continue long after us.
"If I have seen further, it is by standing on the shoulders of giants." — Isaac Newton
🔹 Which mathematics book would you add to this staircase?
My choice: Euclid's Elements — arguably the most influential mathematics textbook ever written.

First it checked our calculations.Then it checked our proofs.Now it's looking for our jobs.😱🫢
12/06/2026

First it checked our calculations.
Then it checked our proofs.
Now it's looking for our jobs.😱🫢

Academia Then and NowThis illustration captures a sentiment that many scholars recognize.A decade ago, academic life was...
11/06/2026

Academia Then and Now

This illustration captures a sentiment that many scholars recognize.

A decade ago, academic life was often associated with stability, intellectual freedom, meaningful scholarship, and strong collegial communities. Today, many academics find themselves navigating short-term contracts, increasing administrative burdens, constant performance metrics, funding pressures, and an always-connected culture.

Of course, not everything in the past was ideal, and not every institution faces the same challenges. Yet the image raises an important question:

How can we preserve the values that drew people to academia in the first place—curiosity, teaching, discovery, and service—while adapting to the demands of the modern world?

Despite the pressures, academia still matters. Every lecture delivered, every student mentored, every paper written, and every idea explored contributes to the advancement of knowledge.

The goal should not be to return to the past, but to build a future where scholars can thrive rather than merely survive.

What changes do you think would make the biggest difference for the next generation of academics?

A New Chapter in Mathematical Research?In a recent paper, "A Proof of an Identity for the Critical Exponents of Jamming,...
08/06/2026

A New Chapter in Mathematical Research?

In a recent paper, "A Proof of an Identity for the Critical Exponents of Jamming," the authors include the following statement:

"The proof was obtained through interaction with Claude (Sonnet 4.6 and Opus 4.7) and verified by us."

For centuries, mathematical proofs have been viewed as products of human reasoning. Today, we may be witnessing the beginning of a new era: AI systems not merely assisting with calculations or writing, but contributing to the discovery of mathematical arguments themselves.

Of course, the responsibility for correctness remains with the mathematicians, as the proof was independently verified by the authors. Yet the acknowledgment raises fascinating questions:
Will future mathematical discoveries increasingly emerge from human–AI collaboration?

How should AI contributions be credited in research papers?

Could AI become a standard research tool, much as computer algebra systems are today?

Whether one sees this as a revolution or simply the next step in computational mathematics, it is certainly a moment worth reflecting on.

Mathematics is entering an era in which the question is no longer whether AI can assist research, but how deeply it can participate in the process of discovery.

Source: https://arxiv.org/abs/2606.03300

📖 The Man Who Loved Only NumbersIf you would like to learn about the extraordinary life of Paul Erdős, The Man Who Loved...
07/06/2026

📖 The Man Who Loved Only Numbers

If you would like to learn about the extraordinary life of Paul Erdős, The Man Who Loved Only Numbers by Paul Hoffman is an excellent place to start.

First published in 1998, this acclaimed biography paints a vivid portrait of Erdős—one of the most prolific mathematicians in history. Drawing on the recollections of Erdős himself, his collaborators, and their spouses, Hoffman describes the book as “a work in oral history.”

The book explores Erdős’s unique lifestyle, his relentless pursuit of mathematical problems, and the remarkable network of collaborators that helped shape modern mathematics. It became a bestseller in the United Kingdom, was translated into numerous languages, and won the prestigious 1999 Rhône-Poulenc Prize for science books.

More than a biography, it is a fascinating glimpse into the life of a man whose world revolved around mathematics.

📚 Have you read it?

☕ "A mathematician is a machine for turning coffee into theorems."— Paul ErdősFew people embodied this quote more than E...
07/06/2026

☕ "A mathematician is a machine for turning coffee into theorems."

— Paul Erdős

Few people embodied this quote more than Erdős himself.

One of the most prolific mathematicians in history, Erdős published over 1,500 research papers with hundreds of collaborators across the world. He traveled constantly with little more than a suitcase, moving from one mathematical discussion to another, fueled by an extraordinary passion for problem-solving—and, famously, by large amounts of coffee.

Of course, coffee alone does not create theorems. Behind every mathematical breakthrough lie curiosity, persistence, creativity, and countless hours of thought. But for many mathematicians, a warm cup of coffee has become a trusted companion on the journey from questions to discoveries.

So the next time you see a mathematician holding a coffee cup, remember: a theorem might be brewing.

☕ ➜ 📜

Before he became Richard Feynman, he was just a curious teenager with a notebook.In the early 1930s, while still in high...
07/06/2026

Before he became Richard Feynman, he was just a curious teenager with a notebook.

In the early 1930s, while still in high school, Richard Feynman taught himself calculus from a book titled Calculus for the Practical Man. Since calculus was not offered at his school, he meticulously worked through the entire book, filling a small green notebook with carefully organized notes, formulas, diagrams, and even a handwritten index.

One memory stayed with him for life: when he realized he understood parts of the book that even his father could not. It was the first time he recognized the power of self-learning.

The notebook, now preserved at the Niels Bohr Library & Archives, offers a fascinating glimpse into the mind of a future Nobel Prize-winning physicist. Long before the fame, the lectures, and the breakthroughs, there was simply a young student driven by curiosity and determination.

A reminder that great scientists are not born knowing everything, they begin by opening a book and asking questions.

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