Theorem Collection

The figure of the Pythagorean Theorem without proof from the Chou-Pei Suan-king, a Chinese mathematical work, c1105 B
PYTHAGOREAN THEOREM. The figure of the Pythagorean Theorem without proof from the Chou-Pei Suan-king, a Chinese mathematical work, c1105 B.C

Pythagoras (6th century BC) Ancient Greek mathematician and philosopher, shown drawing in sand his theorem
538917 Pythagoras (6th century BC) Ancient Greek mathematician and philosopher, shown drawing in sand his theorem on right-angled triangle. 1833 (stipple engraving); Universal History Archive/UIG.

Pythagoras (6th century BC) (oil on canvas)
FTB96490 Pythagoras (6th century BC) (oil on canvas) by Longhi, Pietro (c.1701-85); Gallerie dell Accademia, Venice, Italy; Italian, out of copyright

Isaac Barrow (engraving)
815799 Isaac Barrow (engraving) by English School, (17th century); Private Collection; (add.info.: Isaac Barrow (1630-1677)

Pierre de Fermat (engraving)
1073735 Pierre de Fermat (engraving) by English School, (19th century); Private Collection; (add.info.: Pierre de Fermat, c.1601/1607 -1665. French lawyer and mathematician)

Pierre De Fermat, C. 1601 / 1607 -1665. French Lawyer And Mathematician. From Le Magasin Pittoresque, Published 1843
Pierre De Fermat, C.1601/1607 -1665. French Lawyer And Mathematician. From Le Magasin Pittoresque, Published 1843

Sir Brook Taylor, 1685 To 1731. English Mathematician, Best Known For Taylors Theorem And The Taylor Series. From Crabbs Historical Dictionary Published 1825

Squaring the circle, 17th century C017 / 8003
Squaring the circle. 17th-century diagram showing geometrical calculations related to the problem known as squaring the circle

Pythagoras of Samos (c. 570-c. 495 b.C.). Ionian Greek philosopher, mathematician, and founder of the religious movement called Pythagoreanism. Portrait

Isaac Barrow, English scholar and mathematician
Isaac Barrow (1630-1677), English mathematician. He contributed to the development of calculus and discovered the fundamental theorem of calculus. He was also a classical and theological scholar

William Stearns, American (active c. 1830-1840), Bowl of Fruit, c. 1830-1840, watercolor on velveteen (theorem painting)

A diagram depicting Pythagoras Theorem
PYTHAGOREAN THEOREM. A diagram depicting Pythagoras Theorem

Pythagoras (6th century BC) Ancient Greek mathematician and philosopher, shown drawing in sand his theorem on right-angled triangle. Stipple engraving 1833

Theorem 22, Monas Hieroglyphica (1564). This theorem is one of 24 contained in the work Monas Hieroglyphica by Welsh astrologer John Dee (1527-1608)

Monas Hieroglyphica (1564) C015 / 4311
Monas Hieroglyphica (1564), title page. This work consists of 24 theorems by Welsh astrologer John Dee (1527-1608). Written in a mystical state, it revealed esoteric secrets in astronomy, alchemy

Theorem 13, Monas Hieroglyphica (1564). This theorem is one of 24 contained in the work Monas Hieroglyphica by Welsh astrologer John Dee (1527-1608)

Theorem 23, Monas Hieroglyphica (1564). This theorem is one of 24 contained in the work Monas Hieroglyphica by Welsh astrologer John Dee (1527-1608)

Theorem 18, Monas Hieroglyphica (1564). This theorem is one of 24 contained in the work Monas Hieroglyphica by Welsh astrologer John Dee (1527-1608)

Euclids Elements of Geometry, 1482
Euclids Elements of Geometry. Book page with Latin text and diagrams from the first printed edition (Venice, 1482) of Euclids Elements of Geometry

Kurt Godel, caricature C015 / 6710
Kurt Godel (1906-1978). Caricature of the Austrian-US logician and mathematician Kurt Godel. Godel worked in Vienna, Austria, and then, from 1940, in Princeton, USA

Euclids Elements of Geometry. Frontispiece of Euclids Elements of Geometry. This edition was printed in London in 1570 and has a preface by the Welsh mathematician John Dee (1527-1609)

Pythagorean theorem, 16th century C017 / 8002
Pythagorean theorem, 16th century. This theorem, named for 6th-century BC Ancient Greek mathematician Pythagoras, states that in a right-angled triangle

Monas hieroglyphica (1591) C017 / 7983
Monas hieroglyphica (1591), title page. This work, originally published in 1564, consists of 24 theorems by Welsh astrologer John Dee (1527-1608)

School of Pythagoras in Croton
School of Pythagoras. The Ancient Greek philosopher Pythagoras (c.580-c.490 BC, centre) established an eccentric religious community at Croton, in southern Italy

Pythagoras, Ancient Greek mathematician
Pythagoras (around 580-500 BC), Ancient Greek mathematician and philosopher. He was born in Samos, Greece, but left for Croton in Italy in around 520 BC

Pythagoras and Egyptian priests
Pythagoras (c.580-c.490 BC), Ancient Greek philosopher, with Egyptian priests. Pythagoras is thought to have studied in Egypt for 21 years

Pythagoras, Ancient Greek philosopher
Pythagoras (c.580-c.490 BC), Ancient Greek philosopher. Pythagoras is most famous for the theorem, a mathematical proof concerning triangles, that is named after him

Vladimir Arnold, Soviet mathematician
Vladimir Arnold (born 1937), Soviet mathematician. Arnold studied at Moscow State University, graduating in 1959. He became a professor at the university in 1965

Joseph Bertrand, French mathematician
Joseph Louis Francois Bertrand (1822-1900), French mathematician. Bertrand was a member of the French Academy of Sciences and its secretary for many years

Thales of Miletus, Greek philosopher
Thales of Miletus (c.624 BCE- c.546 BCE), Greek philosopher and one of the Seven Sages of Greece. Thales lived at Miletus, an Ionian Greek city in what is now Turkey

Monument to Pythagoras of Samos, in the harbour at Pythagorio, Samos, Greece. Pythagoras of Samos (born between 580 and 572 BC, died between 500 and 490 BC)

Pierre de Fermat, French lawyer and mathematician
Pierre de Fermat, French lawyer and amateur mathematician. He is known for developments leading to modern calculus, and for research into the theory of numbers

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"Theorem: Unraveling the Mathematical Mysteries of the Ages" From ancient Chinese texts to Renaissance engravings, the concept has captivated brilliant minds throughout history. The Pythagorean Theorem, a fundamental principle in geometry, dates back to as early as 1105 B. C. , originating from the Chou-Pei Suan-king. This figure showcased its essence without proof, leaving mathematicians intrigued for centuries. Among those who delved into this geometric gem was Pythagoras himself, a renowned philosopher and mathematician from the 6th century BC. His oil on canvas portrait immortalizes his contribution to mathematics and his fascination with triangles. Isaac Barrow, an English scholar and mathematician, furthered our understanding through his groundbreaking work. Engraved images depict him pondering over mathematical equations and unraveling complex concepts that would shape future generations' knowledge. Pierre de Fermat's engraved image showcases another luminary in mathematics who left an indelible mark on theorem exploration. A French lawyer by profession but a passionate mathematician at heart, Fermat posed intriguing conjectures that challenged even the brightest minds of his time. Sir Brook Taylor's contributions cannot be overlooked either; he introduced Taylors Theorem and Taylor Series which expanded upon existing mathematical foundations. His presence in Crabbs Historical Dictionary reminds us of how each generation builds upon previous discoveries to push boundaries further. Blaise Pascal's engraving serves as a reminder that theorem is not limited to geometry alone but extends its reach into various branches of mathematics. Pascal's pioneering work laid foundations for probability theory and calculus while showcasing how interconnected different areas within mathematics truly are. As we reflect on these remarkable individuals throughout history - Pythagoras, Barrow, Fermat, Taylor - we realize their collective efforts have shaped our understanding today. Their passion for unraveling mathematical mysteries continues to inspire new generations to explore the depths of this captivating field.