Mathematics Collection (#51)

Mandelbulb fractal. Computer-generated image of a three-dimensional analogue derived form a Mandelbrot Set

Graph paper, abstract artwork
Graph paper, abstract computer artwork of graph paper flying through the air

Greek letter Omega, lower case
Omega is the 24th and last letter of the Greek alphabet. In the Greek numeric system, it has a value of 800. The letter omega is used as a symbol in chemistry, physics, statistics, and mathematics

Greek letter Sigma, upper case
Zeta is the sixth letter of the Greek alphabet. In the system of Greek numerals, it has a value of 7 rather than 6 because the letter digamma (also called stigma as a Greek numeral)

Greek letter Epsilon, lower case
Epsilon is the fifth letter of the Greek alphabet. In the system of Greek numerals it has a value of 5. The uppercase Epsilon is not commonly used outside of the Greek language because of its

Greek letter Lambda, upper case
Alpha is the first letter of the Greek alphabet and represents various concepts in many sciences including physics and chemistry

Greek letter Kappa, lower case
Kappa is the 10th letter of the Greek alphabet, and in the system of Greek numerals it has a value of 20. The lower case letter is commonly used in Geometry, mathematics, chemistry

Greek letter Lambda, lower case
Lambda is the 11th letter of the Greek alphabet. In the system of Greek numerals lambda has a value of 30. The letter is widely used in mathematics, astrophysics, crystal optics, neurobiology

Greek letter Epsilon, upper case
Alpha is the first letter of the Greek alphabet and represents various concepts in many sciences including physics and chemistry

Greek letter Kappa, upper case
Kappa is the 10th letter of the Greek alphabet, and in the system of Greek numerals it has a value of 20. The lower case letter is commonly used in Geometry, mathematics, chemistry

Greek letter Nu, lower case
Lions mane jellyfish (Cyanea capillata). Lions mane jellyfish are the largest known species of jellyfish. They can reach over 2 metres across with tentacles of around 30 metres long

Greek letter Upsilon, lower case
Alpha is the first letter of the Greek alphabet and represents various concepts in many sciences including physics and chemistry

Greek letter Mu, upper case
Mu is the 12th letter of the Greek alphabet. In the system of Greek numerals it has a value of 40. The lower-case letter mu is used as a special symbol in many scientific

Greek letter Upsilon, upper case
Upsilon is the 20th letter of the Greek alphabet. In the system of Greek numerals it has a value of 400. The Greek alphabet has an important role in the nomenclature of astronomical bodies

Mathematical universe, conceptual artwork

Mathematical knot, computer artwork
Computer artwork of a mathematical knot, in which the ends are joined together so that it cannot be undone. It is also an " independent" or " unity" knot as it is not comprised of

Missing cube, artwork
Missing cube, computer artwork

Swarm intelligence, artwork
Swarm intelligence, computer artwork

Electronic calculator

Learning arithmetic
MODEL RELEASED. Learning arithmetic. 4-year-old boy holding a blackboard with the equation 1+1=2 on it. A fundamental part of human intelligence is the ability to produce abstract representations

Boy counting on his fingers
MODEL RELEASED. Boy counting on his fingers to complete his maths homework. He is six years old

Abacus and calculator

Fractal, artwork
Fractal, computer artwork

Torus knot, computer artwork

Cubes, computer artwork

Jean-Louis Calandrini, Swiss physicist
Jean-Louis Calandrini (1703-1758), Swiss physicist. Calandrini studied physics at Geneva Academy (the future University of Geneva), later being appointed professor of mathematics

Jean Taisnier, Belgian mathematician
Jean Taisnier (1508-1562), Belgian mathematician. Taisnier published on a wide range of topics, including the physics of falling bodies, magnetism, perpetual motion, astronomy, and mathematics

Josef Petzval, Hungarian mathematician
Josef Max Petzval (1807-1891), Hungarian mathematician and inventor of pioneering camera lenses. In 1840, in collaboration with Peter Voigtlander

Number code, 19th century
Number code. System of semaphore-like symbols used as a code for numbers. A combination of 36 left and right arm and leg positions can be used to encode the numbers from 1 to 9999

Gabriel Cramer, Swiss mathematician
Gabriel Cramer (1704-1752), Swiss mathematician. Cramer was a professor at the University of Geneva. His best-known work was his treatise on algebraic curves, published in 1750

Jacques Inaudi, Italian calculator
Jacques Inaudi (1867-1950), Italian calculator. Inaudi was a child prodigy, able to perform feats of mental arithmetic from a young age

Science illustrations, 17-18th centuries

Donatello
Statue of Donato di Niccolo Donatello (c.1386-1466) in the Loggia of the Uffizi Gallery, Florence. Florentine sculptor whose marble figures of St

Plato (c. 428 BC-c. 347 BC)
Plato (c.428 BC-c.347 BC)

Questi et inventioni diverse by Tartaglia
Questi et inventioni diverse by Niccolo Tartaglia. Fold-out plate from the publication Questi et inventioni diverse, 1546, by the Italian mathematician Niccolo Tartaglia (1499-1557)

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"Mathematics: Unveiling the Beauty of Numbers and Patterns" Step into the mesmerizing world of mathematics, where intricate shapes and complex equations intertwine to reveal the secrets of our universe. From the captivating Mandelbrot Set, a masterpiece of fractal geometry, to the enchanting 19th-century Moroccan wall feature adorned with mathematical motifs, every corner holds a story waiting to be unraveled. Behold the Fibonacci spiral, an artwork that showcases nature's hidden harmony through its perfectly balanced curves. As we delve deeper into history, we encounter brilliant minds like Marie Curie, whose groundbreaking discoveries in science were rooted in her profound understanding of mathematics. Richard Feynman's caricature reminds us of his exceptional contributions to quantum mechanics and his ability to make even the most abstract concepts accessible. Ludwig Wittgenstein's caricature stands as a testament to his philosophical exploration on logic and language intertwined with mathematical reasoning. The Mandelbrot fractal takes us on a journey through infinite complexity within finite boundaries—a visual representation of chaos theory at its finest. Glimpses from Evariste Galois' manuscript remind us of his tragic yet revolutionary work in algebraic equations that laid foundations for modern algebra. Turning pages towards Leonardo Pacciolis' Summa de Arithmetica reveals ancient wisdom passed down generations—an ode to arithmetic's timeless significance. Particle physics equations beckon us into realms unseen—the language used by scientists worldwide to understand fundamental particles shaping our existence. Quasicrystals captivate with their symmetrical patterns defying conventional notions—mathematical wonders discovered only recently but echoing throughout nature since time immemorial. And let us not forget the humble logarithm table—a tool that revolutionized calculations across countless disciplines. In this vast tapestry woven by numbers and formulas lies humanity's quest for knowledge and understanding. Mathematics is more than just calculations; it is an art form that transcends borders and time, revealing the profound beauty hidden within our world.