Proceedings of the London Mathematical Society


ISSN: 0024-6115        年代:1923
当前卷期:Volume s2-21  issue 1     [ 查看所有卷期 ]

年代:1923
 
     Volume s2-21  issue 1
1. On Plane Curves of Degree 2nwith Tangents Having BI‐n‐Point Contact
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  1-13

Harold Hilton,  

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2. Note on the Resultant of a Number of Polynomials of the Same Degree
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  14-21

F. S. MacAulay,  

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3. Sur Les Séries Entières a Coefficients Entiers
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  22-38

G. Pólya,  

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4. The Approximate Functional Equation in the Theory of the Zeta‐Function, with Applications to the Divisor‐Problems of Dirichlet and Piltz
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  39-74

G. H. Hardy,   J. E. Littlewood,  

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5. On a New Set of Conditions for a Formula for an Area
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  75-94

W. H. Young,  

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6. An Example of an Orthogonal Development whose Sum is Everywhere Different from the Developed Function
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  95-97

Stefan Banach,  

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7. Chords of Twisted Cubics
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  98-113

E. K. Wakeford,  

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8. Remarks on Mr. Wakeford's Paper
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  114-133

H. F. Baker,  

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9. Relation Between Apolarity and Clebsch's Mapping of the Cubic Surface on a Plane
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  134-139

William P. Milne,  

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10. An Analytical Treatment of the3‐Bar Curve
  Proceedings of the London Mathematical Society,   Volume  s2-21,   Issue  1,   1923,   Page  140-160

F. V. Morley,  

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