Equation Collection

Scene in a lecture theatre, with chemical equations written on the blackboard, a woman giving a lecture, and students taking notes. circa 1940s

Particle physics equations

Kapitsa and Androv, Russian physicists. Pyotr Leonidovich Kapitsa (left, 1894-1984) is listening to a graduate student called Androv (right), who is defending his doctoral thesis

Albert Einstein. Computer illustration of the German-American physicist Albert Einstein (1879- 1955) seen with an astronomical artwork and equations including E=mc2

Mathematical series, 18th century

Particle physics equations

Portrait of Luigi Lagrange, seated with an easel behind him at right with a mathematical e... 1827
Portrait of Luigi Lagrange, seated with an easel behind him at right with a mathematical equation, 1827

A close up view of the dial and movement of a Louis XVI ormolu
1764973 A close up view of the dial and movement of a Louis XVI ormolu and patinated bronze-mounted mahogany longcase regulator with year calendar and equation of time, c.1790 (ornolu)

Algebra, illustration from The Nine Chapters on the Mathematical Art
XEE3091080 Algebra, illustration from The Nine Chapters on the Mathematical Art, by JiC" zhung SuAnshu (ink on paper) by Chinese School; Private Collection; Stefano Bianchetti; Chinese

Formulae, Oxford, 1878 (print)
480622 Formulae, Oxford, 1878 (print) by Dodgson, Charles Lutwidge (Lewis Carroll) (1832-98); 21.8x14 cm; Private Collection; Photo eChristies Images; British, out of copyright

Manuscript on electron dynamics, 5th June 1905 (pen and ink on paper)
ACD163306 Manuscript on electron dynamics, 5th June 1905 (pen and ink on paper) by Poincare, Henri (1854-1912); Academie des Sciences, Paris

Printer, Edward Ryland, trade card (engraving)
983971 Printer, Edward Ryland, trade card (engraving) by English School, (18th century); Private Collection; (add.info.: Printer, Edward Ryland, trade card.); Look and Learn / Peter Jackson Collection

Beginning of Galoiss examination script for the Concours General
CHT163746 Beginning of Galoiss examination script for the Concours General, 1829 (pen & ink on paper) (b/w photo) by Galois, Evariste (1811-32); Bibliotheque Nationale, Paris

Ms 2108 f. 4 Writings on the conditions for solving an equation by radicals
BLT163744 Ms 2108 f.4 Writings on the conditions for solving an equation by radicals, 1832 (pen & ink on paper) (b/w photo) (see also 237127) by Galois

The F-mark
Victoria Glinka

A study with free fall
Dina Belenko

Math lesson
The cat in glasses and a bow tie teaches mathematics to its students.. Iryna Kuznetsova (Iridi)

Science lecturer Cyril Isenberg blowing large bubbles March 1980 1980s

Albert Einstein and other physicists at Paul Ehrenfests home, Leyden, Netherlands. Einstein (1879-1955) (left) with Paul Ehrenfest, Paul Langevin (1872-1946) (centre)

Eulers identity. This equation, named for Swiss mathematician Leonhard Euler (1707-1783), defines the relationship between several fundamental mathematical constants

Robert Boyle, caricature
Robert Boyle. Caricature of the Irish physicist and chemist Robert Boyle (1627-1691), pointing at his air pump. Boyle used this pump, which he made with the assistance of Robert Hooke in 1654

Equation Clock By Enderlin. From The Cyclopaedia Or Universal Dictionary Of Arts, Sciences And Literature By Abraham Rees, Published London 1820

Egyptian mathematical papyrus, Moscow
Egyptian mathematical papyrus. Known as the Moscow Mathematical Papyrus, this roll of papyrus is from Ancient Egypt and dates from the beginning of the 2nd millennium BC

Hans the Clever Horse
Hans a horse of singular mathmatical skill, with his handler, and his tutor Wilhelm von Osten, who was convinced that animals possessed an intelligence equal to humans

Portrait of Evariste Galois (1811-32) (heliogravure) (b / w photo)
XIR196721 Portrait of Evariste Galois (1811-32) (heliogravure) (b/w photo) by French School, (19th century); Private Collection; (add.info)

DECIMAL FRACTIONS. The first appearance of decimal fractions in the unique 10th century manuscript of Abu l-Hasan al-Uqlidisis Kitab al-Fusul

JOSEPH LOUIS LAGRANGE (1736-1813). French (Italian-born) mathematician and astronomer. Title page of the first edition of Lagranges Mechanique Analitique, Paris, 1788

Johannes Diderik Van Der Waals (1837-1923) Dutch physicist. Nobel prize for physics 1910. 1873 equation defining physical state of gas or liquid. Obverse of commemorative medal

Harvey Allen, US aeronautical engineer C014 / 0566
Harvey Allen (1910-1977). Portrait of the US aeronautical engineer and director of NASAs Ames Research Center, Harry (Harvey) Julian Allen

Reaction of hydrogen and oxygen to water C017 / 3607
Reaction of hydrogen and oxygen to water. Computer artwork showing how hydrogen (H2, left) combines with oxygen (O2, centre) to form two water (H2O, right)

Geometry equations, artwork C017 / 0819
Geometry equations. Computer artwork showing equations for determining the area and volume of a sphere and its component shape

Geometry equations, artwork C017 / 0818
Geometry equations. Computer artwork showing equations for determining the area and volume of a sphere and its component shape

Geometry equations, artwork C017 / 0820
Geometry equations. Computer artwork showing equations for determining the area and volume of a sphere and its component shape

Pharmaceutical laboratory C013 / 7234
Pharmaceutical laboratory. Scientist working in a pharmacy lab

Boyles law of gases, artwork
Boyles law of gases. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Combined gas law, artwork C013 / 4731
Combined gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Pressure-temperature gas law, artwork C013 / 4730
Pressure-temperature gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Pressure-temperature gas law, artwork C013 / 4729
Pressure-temperature gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

PACIOLI, Luca (1445-1510). Italian mathematician
" PACIOLI, Luca (1445-1510). Italian mathematician an clergyman. " Divina Proporcione". FRANCE. Paris. National Library."

Young students at the blackboard in mathematics class at a vocational school in Fall River, Massachusetts
MATHEMATICS CLASS, 1916. Young students at the blackboard in mathematics class at a vocational school in Fall River, Massachusetts. Photographed by Lewis Hine, June 1916

Cryptic Postcard - Three Abbots empty their bowels
Musings from the papal throne...! A postcard with a caption calculation (equation) which needs to be read phonetically (in French)

Lesson at Marlborough
A lesson taking place at Marlborough School. Date: 1950s

Albert Einstein, physicist
Albert Einstein (1879-1955), German-Swiss-US physicist. Born in Ulm, Germany, Einstein studied at the Zurich Polytechnic Institute until the age of 21, then worked at the Swiss patent office

Obesity equation. Conceptual computer artwork showing how a sedentary lifestyle and junk food diet contributes to obesity

Number blocks. Toy blocks depicting the numbers 1, 2 and 3. These blocks are used to teach young children and people with dyslexia how to solve mathematical problems

Arkady Migdal, Russian physicist
Arkady Beinusovich Migdal (1911-1991), Russian physicist, giving a lecture. Migdal was born in Lithuania. He worked in the fields of particle and quantum physics

Nikolai Bogolyubov, Soviet physicist
Nikolai Nikolaevich Bogolyubov (1909-1992), Soviet mathematician and physicist. Bogolyubov was born in Russia, and then educated in Kiev, the Ukraine

Mathematical artwork. Computer-generated image derived form polynomial equations

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"Unlocking the Secrets of the Universe: Exploring Equations in Particle Physics" In a captivating scene within a lecture theatre, minds are ignited with curiosity as equations dance across the blackboard. These mathematical symbols hold immense power, transcending time and space to unravel the mysteries of our universe. From Albert Einstein's groundbreaking theories to Kapitsa and Androv's contributions in particle physics equations, these brilliant Russian physicists have paved the way for scientific advancements that continue to shape our understanding of reality. Delving deeper into history, we find ourselves transported to the 18th century, where mathematical series emerged as an elegant tool for solving complex problems. This era witnessed great minds like Isaac Newton, whose profound insights revolutionized physics forever. As we explore further, we stumble upon "Elementos de Matematica, " a masterpiece penned by Benito Bails. This Spanish architect turned mathematician crafted a work that would transcend disciplines and inspire generations to come. His dedication towards bridging artistry and mathematics echoes through his timeless creation. Equations serve as gateways into uncharted territories; they encapsulate knowledge from diverse fields such as physics, astronomy, and mathematics. They possess an inherent beauty that captivates both scientists and artists alike – revealing patterns hidden beneath layers of complexity. Just like puzzle pieces falling into place or musical notes harmonizing perfectly together – equations offer glimpses into nature's symphony. They provide us with tools necessary for decoding intricate phenomena occurring at microscopic scales or vast cosmic expanses. So let us embrace this universal language of equations; let them guide us on our quest for truth.