Mathematics the english word

The English word mathematics tells us something about the influence the Ancient Greeks had on our knowledge. The word comes from the Greek for science, learning and knowledge. It is usually shortened to maths in British English and to math in the USA.
Mathematics developed from a series of ideas, each new idea building on earlier ones. Each new idea became more complex as mathematicians tried to explain how things in the world relate to one another. The first idea to have developed was certainly that of number. People needed to count their belongings. As society developed, numbers became more and more important for business dealings and taxation and it became especially important to be able to record numbers. A wide variety of systems for recording numbers developed in different parts of the world. One example is the tallies that were used by the Incas in South America. They used pieces of string of different length and by tying knots in different places along the string, they were able to keep tax records and business accounts throughout their land.
With writing, different ways of recording numbers developed in different countries, too. Roman numerals are a well-known example. In this system I is one and X is ten, so IX is one before ten, that is nine, and XI is eleven. It was not until the 16th century that the system of mathematical notation that we use today finally developed. It is a system that uses Arabic numerals ( 1, 2, 3 and so on) with a set of symbols + ( plus ), — ( minus ), = ( equals ) for example, along with letters, many of which are taken from the Greek alphabet. It is a system which is used by all mathematicians all over the world. In fact, it has been said that mathematics is one of only two genuinely international languages; the other one is music.
Whether or not mathematics is a science is still a matter of opinion in the mathematical community. Some say no, it is not because it does not pass the test of being a pure science. We know that one plus one is two because that is how we count. No one can set up an experiment to prove that one plus one is two without counting. Therefore, because it cannot be proved by experiment, mathematics is not a science. Others say yes, it is, because science is the search for knowledge and that is what mathematics does. Therefore, mathematics is a science.
Whatever your point of view, there is no doubt that mathematics is applied to all sciences. Many of the most important developments in fields such as physics or engineering have led to further developments in mathematics. The argument over whether mathematics is a science or not appears to be unimportant when you realise that it is impossible to separate mathematics from science or science from mathematics. Many universities recognise this. In many places of learning there are divisions of study, often called Mathematics and Science. The unbreakable connection between mathematics and all other sciences is recognised by the very way in which we study them.

Английское слово математика говорит нам что-то о влиянии, которую древние греки имели на наших знаниях. Слово происходит от греческого науки, обучения и знаний. Как правило, усеченное математики в британском английском и математике в США.Математика разработан ряд идей, каждая новая идея, основываясь на предыдущих. Каждая новая идея стала более сложной, как математики пытались объяснить, как вещи в мире связаны друг с другом. Первая идея разработали, несомненно, что число. Люди должны считать их имущество. Как общество, номера стали более важными для деловых и налогообложения и это стало особенно важно иметь возможность записывать номера. Широкий спектр систем для записи чисел, разработанные в различных частях мира. Одним из примеров является tallies, которые были использованы инков в Южной Америке. Они использовали куски строки разной длины и завязывание узлов в разных местах вдоль строки, они были в состоянии сохранить налоговые отчеты и бизнес-счета по всей своей земле.С письменной форме, в разных странах, тоже разработаны различные способы записи чисел. Римские цифры являются хорошо известным примером. В этой системе я является одним и X-десять, так что IX является одной до десяти, что девять, и XI одиннадцать. Он не был до 16-го века, что система математической нотации, что мы используем сегодня, наконец, разработали. Это система, которая использует арабские цифры (1, 2, 3 и так далее) с набором символов + (плюс), — (минус), = (равно, а также письма, многие из которых взяты из греческого алфавита). Это система, которая используется всеми математиками во всем мире. В самом деле было сказано, что математика является одним из только двух подлинно международных языков; другой является музыка.Ли Математика Наука по-прежнему является вопрос о заключении в математического сообщества. Некоторые говорят, нет, это не потому, что он не проходит испытание быть чистой науки. Мы знаем, что один плюс один равно двум, потому что это, как мы рассчитываем. Никто можно настроить эксперимент, чтобы доказать, что один плюс один имеет два без подсчета. Таким образом потому что он не может быть доказано экспериментом, математика не является наукой. Другие говорят, что да, это, потому что наука является Поиск знаний и то, что математика делает. Поэтому математика является наука.Независимо от вашей точки зрения, нет никаких сомнений в том, что математика применяется ко всем наукам. Многие из наиболее важных событий в таких областях, как физика или инженерных привели к дальнейшее развитие событий в области математики. Аргумент относительно того, является ли Математика Наука, как представляется, быть неважно, когда вы осознаете, что невозможно отделить математики от науки или науки от математики. Многие университеты признают это. Во многих местах обучения есть отделы исследования, часто называют математики и естественных наук. Нерушимая связь между математикой и всех других наук признается сам способ, в котором мы изучаем их.

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В английском языке слово математика говорит нам кое — что о влиянии Древние греки на наших знаниях. Слово происходит от греческого науки, образования и знания. Это, как правило , сокращается до математики в британском английском языке и математике в США.
Математика , разработанные из ряда идей, каждая новая идея здания на предыдущих. Каждая новая идея стала более сложной , как математики пытались объяснить , как вещи в мире связаны друг с другом. Первая идея была разработана , конечно , что из числа. Людям необходимо рассчитывать свои вещи. По мере развития общества, номера становились все более и более важными для деловых операций и налогообложения , и это стало особенно важно , чтобы иметь возможность записывать номера. Широкое разнообразие систем для записи чисел , разработанных в различных частях мира. Одним из примеров является бирок, которые использовались инками в Южной Америке. Они использовали куски струны разной длины и связывая узлы в разных местах вдоль струны, они были в состоянии держать налоговые отчеты и счета предприятий на всей своей земле.
С помощью письма, различные способы записи чисел , разработанных в разных странах тоже. Римские цифры являются хорошо известным примером. В этой системе я один и Х представляет собой десять, так что IX является одной до десяти, то есть девять, и XI одиннадцать. Он не был до 16 — го века , что система математических обозначений , которые мы используем сегодня , наконец , разработали. Это система , которая использует арабские цифры (1, 2, 3 и т.д.) , с набором символов + (плюс), — (минус), = (равно), например, вместе с буквами, многие из которых взяты из греческий алфавит. Это система , которая используется всеми математиками во всем мире. На самом деле, это было сказано , что математика является одной из двух подлинно международных языков; другая музыка. Является
ли математика наука до сих пор вопрос мнения в математическом сообществе. Некоторые говорят , что нет, это не потому , что не проходит испытание быть чистой наукой. Мы знаем , что один плюс один два , потому что , как мы считаем. Никто не может поставить эксперимент , чтобы доказать , что один плюс один равно двум без подсчета голосов. Поэтому, так как она не может быть доказано экспериментально, математика не является наукой. Другие говорят , что да, это, потому что наука является поиск знаний , и именно это делает математика. Таким образом, математика является наукой.
Независимо от цели вашей точки зрения, нет никаких сомнений в том, что математика применяется ко всем наукам. Многие из наиболее важных событий в таких областях, как физика или техники привели к дальнейшим развитием ситуации в области математики. Спор о том, является ли математика является наукой или нет , кажется, неважно , когда вы понимаете , что это невозможно отделить математику от науки или науки от математики. Многие университеты признают это. Во многих местах обучения есть отделы исследования, часто называемые математики и естественных наук. Неразрывная связь между математикой и всеми другими науками признается самим способом , в котором мы изучаем их.

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Etymology is the study of the origin of words and their changes in structure and significance.

A noun is a type of word the meaning of which determines reality. Nouns provide the names for all things: people, objects, sensations, feelings, etc.

The translations of mathematics from English to other languages presented in this section have been obtained through automatic statistical translation; where the essential translation unit is the word «mathematics» in English.

The map shown above gives the frequency of use of the term «mathematics» in the different countries.

List of principal searches undertaken by users to access our English online dictionary and most widely used expressions with the word «mathematics».

The graph expresses the annual evolution of the frequency of use of the word «mathematics» during the past 500 years. Its implementation is based on analysing how often the term «mathematics» appears in digitalised printed sources in English between the year 1500 and the present day.

Now being in such grace and favor by reason I learned him some points of geometry and understanding of the art of mathematics with other things, I pleased him so that what I said he would not contrary.

When we were making the law, when we were writing the literature and the mathematics the grandfarthers of Blair and little Bush were scratching around in caves.

Things like the financial markets — a proper grounding in mathematics could help the common man. I believe that if people are more familiar with mathematical concepts… it can help deal with modern life, which is increasingly complex.

The Universal Zulu Nation stands to acknowledge wisdom, understanding, freedom, justice, and equality, peace, unity, love, and having fun, work, overcoming the negative through the positive, science, mathematics, faith, facts, and the wonders of God, whether we call him Allah, Jehovah, Yahweh, or Jah.

‘Obvious’ is the most dangerous word in mathematics.

The mistakes and unresolved difficulties of the past in mathematics have always been the opportunities of its future.

It is the perennial youthfulness of mathematics itself which marks it off with a disconcerting immortality from the other sciences.

If indeed, as Hilbert asserted, mathematics is a meaningless game played with meaningless marks on paper, the only mathematical experience to which we can refer is the making of marks on paper.

It is not of the essence of mathematics to be conversant with the ideas of number and quantity.

A nation may be born in a day, but the great truths which make for the glory and uplift of the race only through long ages permeate and control humanity. We must have the divine patience and understand the divine mathematics of a thousand years as one day.

1

Mathematics: An Applied Approach

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2

What is Mathematics?: An Elementary Approach to Ideas and …

A discussion of fundamental mathematical principles from algebra to elementary calculus designed to promote constructive mathematical reasoning.

3

Magical Mathematics: The Mathematical Ideas that Animate …

This book is destined to be a classic on the subject.»—Arthur Benjamin, coauthor of «Secrets of Mental Math: The Mathemagician’s Guide to Lightning Calculation and Amazing Math Tricks» «This is a wonderful book, unique and engaging.

4

The Heart of Mathematics: An Invitation to Effective Thinking

The Heart of Mathematics addresses the big ideas of mathematics (many of which are cutting edge research topics) in a non-computational style intended to be both read and enjoyed by students and instructors, as well as by motivated general …

5

Mathematics: The Man-made Universe

This highly readable volume covers a vast array of subjects, including number theory, topology, set theory, geometry, algebra, and analysis.

6

The Princeton Companion to Mathematics

This is a one-of-a-kind reference for anyone with a serious interest in mathematics.

7

Mathematics: The Loss of Certainty

Mathematics: The Loss of Certainty refutes that myth.

8

Mathematics: Its Content, Methods and Meaning

Major survey offers comprehensive, coherent discussions of analytic geometry, algebra, differential equations, calculus of variations, functions of a complex variable, prime numbers, linear and non-Euclidean geometry, topology, functional …

9

Mathematics: Mechanics and Probability

Dealing with mechanics and the solving of mechanical problems with the help of pure mathematics, this A-Level text introduces at an early stage an appreciation of the properties of vectors.

10

Mathematics: Its Power and Utility

The first section of the book explores the power and historic impact of mathematics and helps students harness that power by developing an effective approach to problem solving.

Mathematics for ‘The Creation of Adam’

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Teaching mathematics the Singapore way

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Noun

1.

mathematics — a science (or group of related sciences) dealing with the logic of quantity and shape and arrangement rounding, rounding error — (mathematics) a miscalculation that results from rounding off numbers to a convenient number of decimals; «the error in the calculation was attributable to rounding»; «taxes are rounded off to the nearest dollar but the rounding error is surprisingly small» truncation error — (mathematics) a miscalculation that results from cutting off a numerical calculation before it is finished mathematical operation, mathematical process, operation — (mathematics) calculation by mathematical methods; «the problems at the end of the chapter demonstrated the mathematical processes involved in the derivation»; «they were learning the basic operations of arithmetic» rationalisation, rationalization — (mathematics) the simplification of an expression or equation by eliminating radicals without changing the value of the expression or the roots of the equation invariance — the nature of a quantity or property or function that remains unchanged when a given transformation is applied to it; «the invariance of the configuration under translation» accuracy — (mathematics) the number of significant figures given in a number; «the atomic clock enabled scientists to measure time with much greater accuracy» factoring, factorisation, factorization — (mathematics) the resolution of an entity into factors such that when multiplied together they give the original entity extrapolation — (mathematics) calculation of the value of a function outside the range of known values interpolation — (mathematics) calculation of the value of a function between the values already known formula, rule — (mathematics) a standard procedure for solving a class of mathematical problems; «he determined the upper bound with Descartes’ rule of signs»; «he gave us a general formula for attacking polynomials» recursion — (mathematics) an expression such that each term is generated by repeating a particular mathematical operation invariant — a feature (quantity or property or function) that remains unchanged when a particular transformation is applied to it multinomial, polynomial — a mathematical function that is the sum of a number of terms series — (mathematics) the sum of a finite or infinite sequence of expressions infinitesimal — (mathematics) a variable that has zero as its limit fractal — (mathematics) a geometric pattern that is repeated at every scale and so cannot be represented by classical geometry pure mathematics — the branches of mathematics that study and develop the principles of mathematics for their own sake rather than for their immediate usefulness arithmetic — the branch of pure mathematics dealing with the theory of numerical calculations geometry — the pure mathematics of points and lines and curves and surfaces fractal geometry — (mathematics) the geometry of fractals; «Benoit Mandelbrot pioneered fractal geometry» non-Euclidean geometry — (mathematics) geometry based on axioms different from Euclid’s; «non-Euclidean geometries discard or replace one or more of the Euclidean axioms» hyperbolic geometry — (mathematics) a non-Euclidean geometry in which the parallel axiom is replaced by the assumption that through any point in a plane there are two or more lines that do not intersect a given line in the plane; «Karl Gauss pioneered hyperbolic geometry» elliptic geometry, Riemannian geometry — (mathematics) a non-Euclidean geometry that regards space as like a sphere and a line as like a great circle; «Bernhard Riemann pioneered elliptic geometry» numerical analysis — (mathematics) the branch of mathematics that studies algorithms for approximating solutions to problems in the infinitesimal calculus spherical geometry — (mathematics) the geometry of figures on the surface of a sphere

Based on WordNet 3.0, Farlex clipart collection. © 2003-2012 Princeton University, Farlex Inc.

mathematics

noun

Quotations
«As far as the laws of mathematics refer to reality, they are not certain; and as far as they are certain, they do not refer to reality» [Albert Einstein]
«I have often admired the mystical way of Pythagoras, and the secret magic of numbers» [Thomas Browne Religio Medici]
«Beauty is the first test; there is no permanent place in the world for ugly mathematics» [Godfrey Harold Hardy A Mathematician’s Apology]

Mathematics

Branches of mathematics  algebra, analysis, analytical geometry or coordinate geometry, applied mathematics, arithmetic, Boolean algebra, calculus, chaos geometry, conics, differential calculus, Euclidean geometry, game theory, geometry, group theory, integral calculus, nomography, non-Euclidean geometry, number theory, numerical analysis, probability theory, pure mathematics, set theory, statistics, topology, trigonometry

Mathematical terms  acute angle, addition, algorithm or algorism, angle, arc, area, average, axis, base, binary, binomial, cardinal number, Cartesian coordinates, chord, circle, circumference, closed set, coefficient, common denominator, common factor, complex number, concentric, cone, constant, coordinate or co-ordinate, cosecant, cosine, cotangent, cube, cube root, cuboid, curve, cusp, cylinder, decagon, decimal, denary, denominator, diagonal, diameter, digit, division, dodecahedron, ellipse, equals, equation, equilateral, even, exponential, factor, factorial, formula, fraction, frequency, function, graph, helix, hemisphere, heptagon, hexagon, hyperbola, hypotenuse, icosahedron, imaginary number, improper fraction, index, infinity, integer, integral, intersection, irrational number, isosceles, locus, logarithm or log, lowest common denominator, lowest common multiple, Mandelbrot set, matrix, mean, median, minus, mode, multiplication, natural logarithm, natural number, node, nonagon, number, numerator, oblong, obtuse angle, octagon, octahedron, odd, open set, operation, operator, ordinal number, origin, parabola, parallel, parallelogram, pentagon, percentage, perfect number, pi, plus, polygon, polyhedron, polynomial, power, prime number, prism, probability, product, proof, proper fraction, Pythagoras’ theorem, quadrant, quadratic equation, quadrilateral, quotient, radian, radius, ratio, rational number, real number, reciprocal, rectangle, recurring decimal, reflex angle, remainder, rhombus, right angle, right-angled triangle, root, scalar, scalene, secant, sector, semicircle, set, significant figures, simultaneous equations, sine, slide rule, solid, sphere, square, square root, strange attractor, subset, subtraction, sum, surd, tangent, tetrahedron, torus, trapezium, triangle, union, universal set, value, variable, vector, Venn diagram, volume, vulgar fraction, x-axis, y-axis, z-axis, zero

Mathematicians  Maria Gaetana Agnesi (Italian), Howard Hathaway Aiken (U.S.), Jean Le Rond Alembert (French), André Marie Ampère (French), Anaximander (Greek), Apollonius of Perga (Greek), Archimedes (Greek), Charles Babbage (English), Johann Jakob Balmer (Swiss), Daniel Bernoulli (Swiss), Jacques Bernoulli (Swiss), Jean Bernoulli (Swiss), Friedrich Wilhelm Bessel (German), Hermann Bondi (British), George Boole (English), Henry Briggs (English), Augustin Louis Cauchy (French), Arthur Cayley (English), Rudolf Julius Clausius (German), Isidore Auguste Comte (French), George Howard Darwin (English), Julius Wilhelm Richard Dedekind (German), John Dee (English), René Descartes (French), Diophantus (Greek), Peter Gustav Lejeune Dirichlet (German), Albert Einstein (U.S.), Eratosthenes (Greek), Euclid (Greek), Eudoxus of Cnidus (Greek), Leonhard Euler (Swiss), Pierre de Fermat (French), Leonardo Fibonacci (Italian), Jean Baptiste Joseph Fourier (French), Galileo (Italian), Karl Friedrich Gauss (German), Josiah Willard Gibbs (U.S.), Kurt Gödel (U.S.), Edmund Gunter (English), Edmund Halley (English), William Rowan Hamilton (Irish), Hero (Greek), David Hilbert (German), Karl Gustav Jacob Jacobi (German), Herman Kahn (U.S.), Andrei Nikolaevich Kolmogorov (Soviet), Joseph Louis Lagrange (French), Pierre Simon Laplace (French), Adrien Marie Legendre (French), Gottfried Wilhelm von Leibnitz (German), Nikolai Ivanovich Lobachevsky (Russian), Ada Lovelace (English), Pierre Louis Moreau de Maupertuis (French), Gerardus Mercator (Flemish), Hermann Minkowski (German), John Napier (Scottish), Isaac Newton (English), Omar Khayyám (Persian), Nicole d’Oresme (French), Pappus of Alexandria (Greek), Blaise Pascal (French), Karl Pearson (English), Charles Sanders Peirce (U.S.), William George Penney (English), Roger Penrose (English), Jules Henri Poincaré (French), Siméon Denis Poisson (French), Ptolemy (Greek), Pythagoras (Greek), Johann Müller Regiomontanus (German), Georg Friedrich Bernhard Riemann (German), Bertrand Russell (English), Claude Shannon (U.S.), Brook Taylor (English), Thales (Greek), Evangelista Torricelli (Italian), Alan Mathison Turing (English), John von Neumann (U.S.), Hermann Weyl (U.S.), Alfred North Whitehead (English), Norbert Wiener (U.S.)

Collins Thesaurus of the English Language – Complete and Unabridged 2nd Edition. 2002 © HarperCollins Publishers 1995, 2002

Translations

field of study

person’s ability to use mathematics

Translations to be checked

1. ^ Douglas Harper (2001–2023), “mathematics”, in Online Etymology Dictionary.