Arithmetic

Brahmagupta's understanding of the number systems went far beyond that of others of the period.

A prolific author in both Arabic and Persian, Sheikh Bahaʾī composed over one hundred treatises spanning jurisprudence, logic, astronomy, mathematics, and theology-primarily in his mother tongue, Arabic.

Cheng Dawei (程大位, 1533-1606), also known as Da Wei Cheng or Ch'eng Ta-wei, was a Chinese mathematician and writer who was known mainly as the author of Suanfa Tongzong (算法統宗) (General Source of Computational Methods).

Christian Wurstisen (Latin: Christianus Urstisius; 23 December 1544-29 March 1588) was a mathematician, theologian, historian from Basel.

Girard worked on algebra, trigonometry and arithmetic.

Recorde published The Grounde of Artes in 1543 which was a very successful commercial arithmetic book

Joan Francés Fulcònis (in classical Occitan; Johan Frances Fulconis, as written in his original edition) was a mathematician born in Lieusola (today and in French Isola) ca 1520 and who lived in Nice.

Pedro Chacón (b. c.1526 in Toledo, 1581 in Rome) was a Spanish mathematician and theologian. == Life == He worked as professor of Greek at the University of Salamanca, whose history, consulting ancient documents in the library, he published in 1569.

Thomas Harriot (; c. 1560-2 July 1621), also spelled Harriott, Hariot or Heriot, was an English astronomer, mathematician, ethnographer and translator to whom the theory of refraction is attributed.

Jerónimo Cortés (c. 1560 - c. 1611) was a Spanish mathematician, astronomer, naturalist and Valencian compiler. == Works == Many of Cortés works involved compilations of knowledge and writings of other authors.

Sigismund Schwabe, known by his Latin name Sigismundus Suevus (Freistadt, 1526-1596), was a German mathematician and Evangelical theologian.

Johann Lantz or Lanz (1564-20 September 1638) was a German mathematician and Jesuit. == Biography == Born in Tettnang on Lake Constance in 1564, he was admitted as novice in Landsberg in 1589.

Yoshida Mitsuyoshi (吉田 光由; 1598, January 8, 1672), also known as Yoshida Kōyū, was a Japanese mathematician in the Edo period.

på dansk udgav sit første matematiske skrift

applying himself particularly to the study of arithmetic

Les Comptes faits : ou Le Tarif général de toutes les monnoyes (1669) Le Livre facile pour apprendre l’arithmétique de soy-même & sans maître (1672) La géométrie servant au mesurage et à l'arpentage : ,ouvrage si facile & si commode, que par la seule

thus making a significant contribution to the development of the binary numeral system

published his first book, Moores Arithmetick

Ristretto aritmetico (in Italian).

In 1652 he published An Introduction to Merchants' Accounts

His numerous writings are scattered in various collections, in particular in the Encyclopédie, where he provided 14 articles on arithmetics, and in the Mémoires des savants étrangers of the Académie des sciences.

He authored various works; his Nuove istituzioni di aritmetica pratica, published originally in 1739 in Naples, had many reprints (the better known of the 1758; one also in Turin in 1762).

She stood out for her mathematical thinking and work with numbers and made significant contributions to arithmetic, which at the time was considered the exclusive domain of men.

Mihalj Šilobod Bolšić (1 November 1724-4 April 1787) was a Croatian Roman Catholic priest, mathematician, writer, and musical theorist primarily known for writing the first Croatian arithmetics textbook Arithmetika Horvatzka (published in Zagreb, 1758).

In 1726 he published his "Negativo-Affirmativo Arithmetik", which advocated a modified decimal system of numeration.

Arithmetica introductio ad logisticam universae mathesi servientem continens vulgo usitatam arithmeticam practicam.

Part 1: Élémens d'arithmétique (1749).

From 1701 and until his death, he taught arithmetic, geometry and trigonometry at the Moscow School of Mathematics and Navigation, becoming its director in 1716.

1651: Cylindricorum et annularium libri IV (Antwerp) full text 1654: Elementa geometriae (Antwerp) 1656: Arithmeticae theoria et praxis (Louvain) 1659: Cylindricorum et annularium liber V (Antwerp) full text 1669: Opera mathematica (in Latin).

In arithmetic, Euclidean division - or division with remainder - is the process of dividing one integer (the dividend) by another (the divisor), in a way that produces an integer quotient and a natural number remainder strictly smaller than the absolute value of the divisor.

us sign +, is one of the four basic operations of arithmetic, the other three being subtraction, multiplication, and division.

The specific algorithm for long division in modern use was introduced by Briggs c. 1600 AD.

Perhaps most familiar as a property of arithmetic, e.g. "3 + 4 = 4 + 3" or "2 × 5 = 5 × 2", the property can also be used in more advanced settings.

The usual definition of the quotient in elementary arithmetic is the number which yields the dividend when multiplied by the divisor.

Their study or usage is called arithmetic, a term which may also refer to number theory, the study of the properties of numbers.

Number Theory Arithmetic

Number Theory Arithmetic

Number Theory Arithmetic

Number Theory Arithmetic

0.999... is a repeating decimal that represents the number 1. The three dots

natural number to the next one

or least common denominator (abbreviated LCD) is the lowest common multiple of the denominators of a set of fractions. It

Bhaskara II or Bhaskaracharya was an Indian mathematician and astronomer who extended Brahmagupta's work on number systems.

In 1477 Pacioli began a life of travelling, spending time at various universities teaching mathematics, particularly arithmetic.

Simon Stevin was a Flemish mathematician who presented the first elementary and thorough account of decimal fractions and introduced their use in mathematics.