Примери коришћења Modern mathematics на Енглеском и њихови преводи на Српски
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Area plays a important role in modern mathematics.
In modern mathematics, figurate numbers are formalized by the Ehrhart polynomials.
But I like it more than the Modern Mathematics.
In modern mathematics, the sum of an infinite series is defined to be the limit of the sequence of its partial sums, if it exists.
The invention of analytical geometry was the beginning of modern mathematics.
A set is a fundamental concept for modern mathematics, and they may be used in a great many algorithms.
Some consider that the introduction of analytic geometry was the beginning of modern mathematics.
Our students will be fluent in new technology, modern mathematics, science, and critical thinking.
Euclidean geometry also has applications in computer science, crystallography, andvarious branches of modern mathematics.
At Udacity, you will be learning new technology, modern mathematics, science, and critical thinking.
The major divergence is that Brahmagupta attempted to define division by zero,which is left undefined in modern mathematics.
Apos;'It opens up new possibilities not just for modern mathematics research, but also for mathematics education.
Modern mathematics would have been impossible without this change to the Hindu system, which we call now Arabic notation, since it came west through Arabic lands.
Dr Wildberger says"It opens up new possibilities not just for modern mathematics research, but also for mathematics education.
It occupies a central place in modern mathematics and has multiple conceptual connections with such diverse fields as complex analysis, topology and number theory.
With Mihailo Petrović Alas, Milutin Milanković and Dimitrije Nešić, he is credited for introducing modern mathematics in Serbia at the beginning of the 20th century.
It holds a central position in modern mathematics and contains multiple conceptual connections with diverse fields like topology, number theory, and complex analysis.
The work of analysts such as Henri Lebesgue demonstrated the great mathematical utility of set theory,which has since become woven into the fabric of modern mathematics.
But now, in a move very characteristic of modern mathematics, it gets kind of meta: She considers not just one billiard table, but the universe of all possible billiard tables.
This was the period when the scientific career of the young Nikolai Bogolyubov began,later producing new scientific trends in modern mathematics, physics, and mechanics.
In the course of this study, set theory has become a foundational theory in modern mathematics, in the sense that it interprets propositions about mathematical objects from all areas of mathematics in a single theory, and provides a standard set of axioms to prove or disprove them.
It is an elementary part of number theory, and number theory is considered to be one of the top-level divisions of modern mathematics, along with algebra, geometry, and analysis.
This track stands at the crossroads of various disciplines of modern mathematics and computer science, including statistics, optimization, learning theory, information theory, complexity theory, as well as at the intersection of science and innovation in the field of modern information technology.
This introductory course was aimed to a broad audience, including talented undergraduate and high-school students,with purpose of popularization of this important branch of classical and modern mathematics.
Set theory has come to play the role of a foundational theory in modern mathematics, in the sense that it interprets propositions about mathematical objects(for example, numbers and functions) from all the traditional areas of mathematics(such as algebra, analysis and topology) in a single theory, and provides a standard set of axioms to prove or disprove them.
Subranges of any ordinal data type(any simple type except real) can also be made: var x: 1… 10; y:'a'…'z'; In contrast with other programming languages from its time, Pascal supports a set type: var Set1: set of 1… 10; Set2: set of'a'…'z';A set is a fundamental concept for modern mathematics, and they may be used in many algorithms.
Initially controversial, set theory has come to play the role of a foundational theory in modern mathematics, in the sense that it interprets propositions about mathematical objects(numbers, functions, etc.,) from all the traditional areas of mathematics(algebra, analysis, topology, etc.) in a single theory, and provides a standard set of axioms to prove or disprove them.
Figurate numbers have played a significant role in modern recreational mathematics.