Bulletin of the American Mathematical SocietySociety, 1913 |
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9 ÆäÀÌÁö
... proved by a discussion quite analogous to that . found in Bolza , 1. c . , p . 412 . ¢Ó Archiv der Mathematik und Physik , ser . 3 , vol . 2 ( 1902 ) , p . 273 . Since in this case ¡î q2 + 1 ( q 1912. ] 9 SURFACES OF REVOLUTION .
... proved by a discussion quite analogous to that . found in Bolza , 1. c . , p . 412 . ¢Ó Archiv der Mathematik und Physik , ser . 3 , vol . 2 ( 1902 ) , p . 273 . Since in this case ¡î q2 + 1 ( q 1912. ] 9 SURFACES OF REVOLUTION .
26 ÆäÀÌÁö
... proved it as early as 1758. || For , more than 75 years earlier the same theorem was formulated by Descartes . As Euler was merely a rediscoverer , the theorem should be known as the theorem of Descartes for polyhedra . On the other ...
... proved it as early as 1758. || For , more than 75 years earlier the same theorem was formulated by Descartes . As Euler was merely a rediscoverer , the theorem should be known as the theorem of Descartes for polyhedra . On the other ...
30 ÆäÀÌÁö
... proved rigorously is followed in the treatment of maxima and minima . One might question seriously the desirability of trying to find the maximum and minimum values of func- tions of higher degree than the second by means of elementary ...
... proved rigorously is followed in the treatment of maxima and minima . One might question seriously the desirability of trying to find the maximum and minimum values of func- tions of higher degree than the second by means of elementary ...
56 ÆäÀÌÁö
... proving that any projective property imposed upon the parameters of the 2n - 2 osculant ( n - 1 ) -ics of the R " through a point holds for the tangents through the point as a pencil of lines . 7. In a recent paper ( Proceedings of the ...
... proving that any projective property imposed upon the parameters of the 2n - 2 osculant ( n - 1 ) -ics of the R " through a point holds for the tangents through the point as a pencil of lines . 7. In a recent paper ( Proceedings of the ...
58 ÆäÀÌÁö
... prove the following theorems . There are 63 conics that pass through one vertex of each of the 8 inflectional triangles , 21 of which pass through each vertex . There are 168 conics that pass through 2 vertices of each of 4 of the 8 ...
... prove the following theorems . There are 63 conics that pass through one vertex of each of the 8 inflectional triangles , 21 of which pass through each vertex . There are 168 conics that pass through 2 vertices of each of 4 of the 8 ...
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algebra American Mathematical Society analysis analytic geometry applications Assistant Professor asymptotic Auflage B.Sc Berlin Bulletin Cambridge chapter Chicago Cloth coefficients College complete curves derivative Diss divergent series E. H. Moore édition EDWARD KASNER elementary fessor of Mathematics finite four hours Gauthier-Villars géométrie given Göschen Göttingen GRONWALL H©û H©ü hours.-By Dr Instructor in Mathematics integral calculus integral equations invariants J. W. YOUNG L. E. DICKSON Leipzig linear M.Sc mathematicians Mathematik mathématiques Mathematische matics method paper Paris partial differential equations Ph.D plane Poincaré present problem Professor F Professor of Mathe Professor of Mathematics projective geometry proof properties rational Read relation satisfied School Section Sept solution space Street subgroups of order surfaces Sylow subgroups Teil Teubner theorem theory of functions three hours three hours.-By Professor tions transformations Ueber University variables vector volume York
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114 ÆäÀÌÁö - ... the art of directing the great sources of power in nature for the use and convenience of man, as the means of production and of traffic in states.
313 ÆäÀÌÁö - Current educational topics, No. I. *No. 13. Influences tending to improve the work of the teacher of mathematics. 5 cts. *No. 14. Report of the American commissioners of the international commission on the teaching of mathematics.
486 ÆäÀÌÁö - Section to be composed at each Sectional meeting of such members of the Society as may be present; and the Council shall have the right to withdraw such authorization. V. Papers intended for presentation at any meeting or sectional meeting of the Society shall be passed upon in advance of the meeting by a programme committee appointed by or under the authority of the Council; and only such papers shall be presented as shall have been approved by such committee. Papers in form unsuitable for publication,...
484 ÆäÀÌÁö - III. The officers of the Society shall be a President, two Vice-Presidents, a Secretary, a Treasurer, a Librarian, and a Committee of Publication to consist of three members who at the same time may hold individually any of the other offices.
39 ÆäÀÌÁö - THE MECHANICS OF THE AEROPLANE. A Study of the Principles of Flight.
81 ÆäÀÌÁö - Provided that, notwithstanding proof of disability may have been accepted by the company as satisfactory, the insured shall at any time, on demand, furnish the company satisfactory proof of the continuance of such disability...
263 ÆäÀÌÁö - Of the latter a single example may suffice to show the nature of the problems. "Into the bright and refreshing outskirts of a forest, which were full of numerous trees with their branches bent down with the weight of flowers and fruits, trees such as jambu trees, lime trees, plantains, areca palms, jack trees, date palms, hintala trees, palmyras, punnaga trees, and mango trees — (into the outskirts), the various quarters whereof were filled with the many sounds of crowds of parrots and cuckoos...
139 ÆäÀÌÁö - Criminology and the American Association for the Advancement of Science will be held in Cleveland, Ohio, from December 26-31, 1963.
81 ÆäÀÌÁö - Irrespective of any other cause of disability the entire and irrecoverable loss of the sight of both eyes, or the severance of both hands at or above the wrists, or of both feet at or above the ankles, or of one entire hand and one entire foot...
262 ÆäÀÌÁö - Of the operations with numbers, eight are given, addition (except in series) and subtraction (even with fractions) being omitted as if presupposed. One interesting feature is the law relating to zero, which is stated thus : • A number multiplied by zero is zero, and that (number) remains unchanged when it is divided by, combined with, (or) diminished by zero...