Examples of using Development of mathematical in English and their translations into Danish
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How to promote the development of mathematical abilities.
He made many contributions to mathematical education writing books and papers, andgiving lectures on"the learning of mathematics" and"the development of mathematical instruction.
The development of mathematical tools continues in the process of studying the exact sciences.
In 1971 Freudenthal was appointed as the first director of the Institute for the Development of Mathematical Education in Utrecht.
Kac has pioneered the modern development of mathematical probability, in particular its applications to statistical physics.
He realised that he could not lecture on advanced mathematics so he gave his lectures on Common roots of mathematics andornamentics and Some moments in the development of mathematical ideas.
But scientists have long proven that the development of mathematical abilities is important for the full development of brain functions.
Let us try in this article to do more than'mention one or two facts' and to indicate both the magnitude and originality of Aristarchus's achievements andalso his role in the development of mathematical astronomy.
Specifically, in this connection, we should mention his major contributions to the development of mathematical physics and to theoretical mechanics… we mention….
If he proceeded from an explanation of principles to the development of mathematical formulas, then he got up, and in a stately very upright posture he wrote on a blackboard beside him in his peculiarly beautiful handwriting: he always succeeded through economy and deliberate arrangement in making do with a rather small space.
His book of 1900, Aether and matter, Cambridge University Press, Cambridge, 1900,helped to establish a research school that guided the development of mathematical electromagnetic theory in Cambridge until the end of World War I.
In particular, the action will involve the development of mathematical models at various scales and their validation by means of measurement campaigns.
This work also established the basis for his work on infinite-dimensional space, later called Hilbert space, a concept that is useful in mathematical analysis and quantum mechanics. Making use of his results on integral equations,Hilbert contributed to the development of mathematical physics by his important memoirs on kinetic gas theory and the theory of radiations.
If he proceeded from an explanation of principles to the development of mathematical formulas, then he got up, and in a stately very upright posture he wrote on a blackboard beside him in his peculiarly beautiful handwriting.
The results achieved and problems raised by André Weil through his deep understanding of andsharp insight into mathematical sciences in general will continue to have immeasurable influence on the development of mathematical sciences, and to contribute greatly to the development of science, as well as the deepening and uplifting of the human spirit.
Specifically, in this connection,we should mention his major contributions to the development of mathematical physics and to theoretical mechanics… we mention… his two theories of elasticity and his investigations on the theory of light, research which required that he develop whole new mathematical techniques such as Fourier transforms, diagonalisation of matrices, and the calculus of residues.
His colleagues included many famous mathematicians who all contributed to his development of mathematical ideas, in particular Eisenstein, Dirichlet, Jacobi, Steiner and Borchardt.
Another important aspect of Daniel Bernoulli's work that proved important in the development of mathematical physics was his acceptance of many of Newton 's theories and his use of these together with the tolls coming from the more powerful calculus of Leibniz. Daniel worked on mechanics and again used the principle of conservation of energy which gave an integral of Newton 's basic equations.
Under her guidance, basic research in general, and especially in mathematics, received the most intelligent and wholehearted support. No greater wisdom and foresight could have been displayed andthe whole post-war development of mathematical research in the United States owes an immeasurable debt to the pioneer work of the Office of Naval Research and to the alert, vigorous and farsighted policy conducted by Miss Rees.
No greater wisdom and foresight could have been displayed andthe whole post-war development of mathematical research in the United States owes an immeasurable debt to the pioneer work of the Office of Naval Research and to the alert, vigorous and farsighted policy conducted by Miss Rees.
Making use of his results on integral equations,Hilbert contributed to the development of mathematical physics by his important memoirs on kinetic gas theory and the theory of radiations.
Another important aspect of Daniel Bernoulli's work that proved important in the development of mathematical physics was his acceptance of many of Newton 's theories and his use of these together with the tolls coming from the more powerful calculus of Leibniz.
Warwick writes in: His book of 1900, Aether and matter, Cambridge University Press, Cambridge, 1900,helped to establish a research school that guided the development of mathematical electromagnetic theory in Cambridge until the end of World War I. However Warwick also writes: Today, however, Larmor is widely remembered by scientists for just two formulae and one theorem which, although correctly attributed to him, have been seen by historians of science as tangential to his main research interests.
They have been important in the development of many mathematical topics.
Nekrasov was a brilliant representative of the trend in the development of precise mathematical methods in hydromechanics and aeromechanics.
Grigorian writes in that:Nekrasov was a brilliant representative of the trend in the development of precise mathematical methods in hydromechanics and aeromechanics.
Although Lesniewski played a considerable role during the period of development of modern mathematical logic and of the foundations of mathematics, his systems are not as well known as they deserve to be and the fact remains that his systems are not generally accepted as a tool in the foundational practice.
The success of teaching mathematics in elementary school depends on the mathematical development of a child at an early age.