Eksempler på brug af Papers on this topic på Engelsk og deres oversættelser til Dansk
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He wrote six papers on this topic.
He wrote two major volumes Differential geometry of three dimensions(1927, 1930) as well as nearly 30 papers on this topic.
E J Hannan, reviewing Tukey's papers on this topic writes.
He wrote papers on this topic spanning the years 1928 to 1969.
He was interested in the reform of mathematics teaching and drew up several papers on this topic, none of them published.
He published two papers on this topic, the second investigating correlations between measurements of certain organs in the shrimps.
His first research was on summable series and he wrote two papers on this topic, one of them a joint paper with Hardy.
He wrote a series of papers on this topic, culminating in one where he proved a special case of the Bieberbach conjecture in 1923.
Of course this meant that he was deeply involved in solving differential equations, andindeed he also wrote papers on this topic.
Steklov, however, produced many papers on this topic which led him to a general theory to replace the special cases examined by others.
He wrote two major volumes Differential geometry of three dimensions(1927, 1930) as well as nearly 30 papers on this topic. Hodge, reviewing the second volume, wrote.
There are many articles and scientific papers on this topic, but we managed to combine the main recommendations of speech therapists and the experience of moms in 5 tips for each family.
During the last decade of his life Mellin was, rather curiously for an analyst, preoccupied by Einstein 's theory of relativity andhe wrote no less than ten papers on this topic.
Van Kampen became interested in Pontryagin 's duality and wrote sixteen papers on this topic, including an excellent survey article published in 1935.
Tukey's first major contribution to statistics was his introduction of modern techniques for the estimation of spectra of time series. E J Hannan,reviewing Tukey's papers on this topic writes.
His first research was on summable series and he wrote two papers on this topic, one of them a joint paper with Hardy. However Larmor suggested he look at problems in the kinetic theory of gases and, despite not being very happy with the applied mathematics which Lamb had taught him, his interest soon turned in this direction.
At Oxford he made quite a reputation for himself as a teacher:He was interested in the reform of mathematics teaching and drew up several papers on this topic, none of them published.
Steklov was not the first to examine series expansions in terms of infinite sets of orthogonal eigenfunctions, of course Fourier had examined aspecial case of this situation many years before. Steklov, however, produced many papers on this topic which led him to a general theory to replace the special cases examined by others.
His first paper on this topic was written in 1943.
He submitted his first paper on this topic then, encouraged by Legendre and Malus, he submitted a further paper on polygons and polyhedra in 1812.
Quickly he moved to research in group theory and his first paper on this topic appeared in 1932 on direct decompositions of groups.
His fundamental paper on this topic appeared in 1950 and with this he started a new subject within information theory.
His paper on this topic was rejected for publication by the London Mathematical Society but accepted by the Quarterly Journal.
His first paper on this topic The mathematical psychology of war was written in 1919 and privately printed at that time.
His paper on this topic in the Proceedings of the London Mathematical Society for 1875 contains a description of the Cantor set eight years before Cantor.
His first paper on this topic On sign changes of the difference π(x)- li(x) appeared in Acta Arithmetica in 1962.
His paper on this topic was rejected for publication by the London Mathematical Society but accepted by the Quarterly Journal. Mordell was bitterly disappointed at the way his paper had been received.
His fundamental paper on this topic appeared in 1950 and with this he started a new subject within information theory. Hamming codes are of fundamental importance in coding theory and are of practical use in computer design.
He submitted his first paper on this topic then, encouraged by Legendre and Malus, he submitted a further paper on polygons and polyhedra in 1812. Cauchy felt that he had to return to Paris if he was to make an impression with mathematical research.
Later still Schmidt became interested in isoperimetric inequalities,publishing an important paper on this topic in 1949.