Examples of the the word, mathematics , in a Sentence Context
The word ( mathematics ), is the 2576 most frequently used in English word vocabulary
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- Hope of modern logicians that various branches of mathematics , perhaps all of, mathematics , could be derived from a consistent collection of basic axioms. An early
- Developed by the ancient Greeks, and has become the core principle of modern, mathematics , Tautologies excluded, nothing can be deduced if nothing is assumed. Axioms and
- To quantitative. Beginning in the 16th century, scientists began applying, mathematics ,to the physical sciences, and Aristotle's work in this area was deemed
- Of poetry and the other fine arts; by theoretical science, he means physics, mathematics ,and metaphysics. If logic (or" analytics" ) is regarded as a study
- Accept the axiom of choice as a valid principle for proving new results in, mathematics , The debate is interesting enough, however,that it is considered of note when
- By a new method (1888) was" the first attempt at an axiomatization of, mathematics ,in a symbolic language ". But Davenport gives Free (1879) these kudos: Free
- School. Already during his school time Andrey was intensely engaged in higher, mathematics , As a 17-year-old grammar school student he informed Bunyakovsky, Korkin and
- Has had little success internationally due to Andorra's small population. In, mathematics ,and statistics, the arithmetic mean, often referred to as simply the mean or
- Mathematics * Atlas (topology),a collection of local coordinate charts in, mathematics ,Space ** Mercury-Atlas, the combination Atlas and Mercury spacecraft * Advanced
- Teaching diploma, but Magic failed the examination with a poor grade in the, mathematics ,component, theory of functions. There have been claims that Magic collaborated
- Starting point for deducing and inferring other (theory dependent) truths. In, mathematics , the term axiom is used in two related but distinguishable senses:" logical
- At the Polytechnic that same year, the only woman among the six students in the, mathematics ,and physics section of the teaching diploma course. Over the next few years
- A bachelor's degree in engineering, biological science, physical science or, mathematics ,is required, although service in the United States Air Force can exempt this. *
- Nubia, Kush,and Libya were hired to fight for Egypt. Technology, medicine,and, mathematics ,Technology In technology, medicine and mathematics ,Ancient Egypt achieved a
- Westminster School and Trinity College, Cambridge,where he studied on a, mathematics ,scholarship. While there, he edited and wrote for Grant, a student magazine.
- Built models and mechanical devices for fun and began to show a talent for, mathematics , In 1894,his father's company failed: direct current (DC) lost the War of
- The building of monumental pyramids, temples,and obelisks; a system of, mathematics , a practical and effective system of medicine, irrigation systems and
- Mario Pair, and Giuseppe Piano were pioneers in this movement. Structuralist, mathematics ,goes further, and develops theories and axioms (e.g. field theory, group
- To instantly know a great deal of extra information about this system. Modern, mathematics ,formalizes its foundations to such an extent that mathematical theories can be
- Was also a notable mathematician, making contributions to constructive, mathematics ,and recursive function theory. Biography Andrey Andreyevich Markov was born in
- Of abstracting, using techniques that he had derived from his study of, mathematics ,and science. He called this awareness, this goal of his system," consciousness
- Tendency of a sample space. The term" arithmetic mean" is preferred in, mathematics ,and statistics because it helps distinguish it from other means such as the
- These civilizations may well have exchanged technologies and ideas such as, mathematics ,and the wheel. Other innovations, such as writing, seem to have been developed
- Century up to the mid-20th century Symbols and rules: In rapid succession the, mathematics ,of George Boole (1847,1854),Gottlob Frege (1879),and Giuseppe Piano (
- Is ongoing because of issues surrounding, in particular, foundations of, mathematics ,(especially the Church–Turing thesis) and philosophy of mind (especially
- Television (35 W): 150 MA *Tungsten light bulb (60–100 W): 250–450 MA In, mathematics ,and computer science, an algorithm is an effective method expressed as a finite
- Württemberg to avoid military service, and in 1896 he enrolled in the four year, mathematics ,and physics teaching diploma program at the Polytechnic in Zurich. Marie
- As mathematical objects, and logic itself can be regarded as a branch of, mathematics , Free, Russell,Poincaré, Hilbert,and Gödel are some key figures in
- Technology, medicine,and mathematics Technology In technology, medicine and, mathematics , Ancient Egypt achieved a relatively high standard of productivity and
- Of speech in spite of the similarities in the language. Regional dialects In, mathematics , the axiom of choice, or AC, is an axiom of set theory stating that for every
- Were found to have been used to lash the planks together, The importance of, mathematics ,to an educated Egyptian is suggested by a New Kingdom fictional letter in which
- The abstract mathematical-relations which formed the basis of the science of, mathematics , These theories were built on a coherent building of argument from assumed or
- As an axiom. It was the early hope of modern logicians that various branches of, mathematics , perhaps all mathematics , could be derived from a consistent collection of
- Pure moment. ". Ethics cannot be based on the authoritative certainty given by, mathematics ,and logic, or prescribed directly from the empirical findings of science. She
- Neither the axiom of choice nor its negation; this is common in constructive, mathematics , Such statements will be true in any model of Carmelo–Frankel set theory (ZF
- A bachelor's degree in engineering, biological science, physical science or, mathematics , as well as at least three years of related professional experience (graduate
- Without demonstration. All other assertions (theorems, if we are talking about, mathematics ,) must be proven with the aid of these basic assumptions. However, the
- Assignments using a braille-writer and Ne meth code (a type of braille code for, mathematics ,) but large multiplication and long division problems can be long and difficult
- Relation, cardinal,and ordinal. Mathematical interpretation of ambiguity In, mathematics ,and logic, ambiguity can be considered to be an under determined system (of
- Axiom of choice, these alternatives are not ordinarily proposed as axioms for, mathematics , but only as principles in set theory with interesting consequences. Statement
- Arabic was a major vehicle of culture in Europe, especially in science, mathematics ,and philosophy. As a result, many European languages have also borrowed many
- Multiple ways to axiomatize a given mathematical domain. Outside logic and, mathematics , the term" axiom" is used loosely for any established principle of some field
- The whole is greater than the part. Modern development A lesson learned by, mathematics ,in the last 150 years is that it is useful to strip the meaning away from the
- Interesting aspects of the axiom of choice is the large number of places in, mathematics ,that it shows up. Here are some statements that require the axiom of choice in
- It from other means such as the geometric and harmonic mean. In addition to, mathematics ,and statistics, the arithmetic mean is used frequently in fields such as
- The use of the Saroyan is still taught in Japanese primary schools as part of, mathematics , primarily as an aid to faster mental calculation. Using visual imagery of a
- Observations on the nature of numbers, but he made no original contributions to, mathematics , He did, however,perform original research in the natural sciences, e. g.
- Noncommutative differential geometry. Cones has applied his work in areas of, mathematics ,and theoretical physics, including number theory, differential geometry and
- Judgments and opinions on matters often unrelated to theoretical physics or, mathematics , (see main article) Einstein's views on religious belief have been collected
- An entrance examination, which he failed, although he got exceptional marks in, mathematics ,and physics. The Einsteins sent Albert to Aarav, in northern Switzerland to
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