Examples of using Advanced mathematics in English and their translations into Bulgarian
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Duncan also taught advanced mathematics courses.
Hold on a second." This was erected during the stone age, yethere we have advanced mathematics.
These include advanced mathematics, project management and computer literacy.
Fortunately, the decision does not require advanced mathematics;
The first advanced mathematics book he read was Lacroix 's Differential and integral calculus.
There she was the only girl in the advanced mathematics courses.
They all use advanced mathematics to encrypt data, which in practice is impossible to break.
He was appointed to the College Board Advanced Mathematics Committee in 1954.
Courses in this subject often provide students with fundamental knowledge of physics and advanced mathematics.
The IFP in Engineering covers Physics, Advanced Mathematics, ICT and Research& Presentation Skills.
You can prepare yourself for chemical engineering studies by taking classes related to science and advanced mathematics.
However he was not well trained in advanced mathematics and fully realised the deficiencies in his mathematical education.
The task of this Committee was to set policy and administer the Advanced Mathematics Examination.
We apply our expertise in advanced mathematics, algorithms and user-experience design to create powerful software that's easy to use as well.
To explain the quantum-mechanical behavior of even one tiny particle requires pages andpages of extremely advanced mathematics.
A student of the National Technical University was reading advanced mathematics last summer for 37 days according to the following rules.
He applied advanced mathematics to the physical world and his surviving works inspired both Galileo Galilei and Isaac Newton to investigate the laws of motion.
From there, the department offers a rich collection of advanced mathematics courses that prepare students for a variety of career options.
Arthur showed great skill in numerical calculations at school and,after he moved to King's College School in 1835, his aptitude for advanced mathematics became apparent.
Here he was taught set theory andother courses in advanced mathematics by Robert Moore and he took courses in probability and statistics with E L Dodd.
They shared an interest in astronomy, and Karl learnt how to use a telescope andalso learnt some advanced mathematics from his friend Paul Epstein.
His first encounter with advanced mathematics came one year after he entered university, when he found a copy of Euclid 's Elements in one of his friend's rooms.
These were excellent advanced level texts published at a time when very few such advanced mathematics books were being produced in the United States.
He realised that he could not lecture on advanced mathematics so he gave his lectures on Common roots of mathematics and ornamentics and Some moments in the development of mathematical ideas.
Arthur showed great skill in numerical calculations at a private school in Blackheath and, after he moved to King's College School in 1835,at age 14 rather than the usual age of entry of 16, his aptitude for advanced mathematics became apparent.
From there, the department offers a rich collection of advanced mathematics courses that prepare students for a variety of career options…[-].
Not only did he have one of the finest mathematics teachers in the country, namely C V Durell, buthe was in the same class as James Lighthill and the two studied advanced mathematics together such as Jordan's Cours d'Analyse.
Of course, he still required friends to read the advanced mathematics texts to him but, with West's help, he made rapid progress in the study of algebra and geometry.
The more mundane reasoning behind him not selecting mathematics for a Nobel prize is thought to be simply that Nobel wasn't very interested in the subject anddidn't grasp the practical benefits to the world of advanced mathematics.
Although string theory can be mind-boggling in its complexity and advanced mathematics, its core idea is that all the different basic particles in the universe are all different manifestations of one basic object: a string.