A Locus with 25920 Linear Self-Transformations: Cambridge Tracts in Mathematics
Autor H. F. Bakeren Limba Engleză Paperback – 25 mar 2015
Din seria Cambridge Tracts in Mathematics
- 14%
Preț: 796.99 lei -
Preț: 193.16 lei -
Preț: 193.38 lei -
Preț: 193.54 lei -
Preț: 222.49 lei -
Preț: 193.74 lei - 14%
Preț: 846.64 lei -
Preț: 193.16 lei -
Preț: 193.54 lei -
Preț: 193.16 lei -
Preț: 193.54 lei -
Preț: 194.12 lei - 14%
Preț: 667.65 lei -
Preț: 222.67 lei - 11%
Preț: 507.83 lei -
Preț: 193.74 lei - 14%
Preț: 717.25 lei - 14%
Preț: 811.78 lei -
Preț: 193.38 lei -
Preț: 192.64 lei -
Preț: 193.16 lei -
Preț: 397.26 lei -
Preț: 387.98 lei - 11%
Preț: 412.40 lei - 11%
Preț: 589.08 lei - 11%
Preț: 456.92 lei - 11%
Preț: 424.60 lei - 11%
Preț: 407.63 lei - 11%
Preț: 409.91 lei -
Preț: 433.60 lei - 11%
Preț: 407.63 lei -
Preț: 444.59 lei - 11%
Preț: 517.91 lei -
Preț: 314.30 lei -
Preț: 325.70 lei -
Preț: 323.83 lei
Preț: 316.48 lei
Puncte Express: 475
Carte tipărită la comandă
Livrare economică 13-27 iulie
Livrare prin curier în România Termenul estimat este afișat lângă disponibilitate.
Transport gratuit de la 400.00 lei Plată online sau ramburs, în funcție de opțiunile comenzii.
Retur gratuit în 14 zile Comandă securizată și suport în română.
Specificații
ISBN-13: 9781107493711
ISBN-10: 1107493714
Pagini: 120
Ilustrații: black & white illustrations
Dimensiuni: 140 x 220 x 10 mm
Greutate: 0.16 kg
Editura: Cambridge University Press
Colecția Cambridge University Press
Seria Cambridge Tracts in Mathematics
Locul publicării:New York, United States
ISBN-10: 1107493714
Pagini: 120
Ilustrații: black & white illustrations
Dimensiuni: 140 x 220 x 10 mm
Greutate: 0.16 kg
Editura: Cambridge University Press
Colecția Cambridge University Press
Seria Cambridge Tracts in Mathematics
Locul publicării:New York, United States
Cuprins
Preface; Introduction; 1. The fundamental notation; 2. The equation of the Burkhardt primal; 3. Similarity, or equal standing, of the forty-five nodes, and of the twenty-seven pentahedra; 4. The Jacobian planes of the primal; 5. The k-lines of the primal; 6. The Burkhardt primal is rational; 7. The particular character of the forty-five nodes, and the linear transformation of the primal into itself by projection from the nodes; 8. The forty Steiner threefold spaces, or primes, belonging to the primal; 9. The plane common to two Steiner solids; 10. The enumeration of the twenty-seven Jordan pentahedra, and of the forty-five nodes, from the nodes in pairs of polar k-lines; 11. The reason for calling the Steiner tetrahedra by this name; 12. The enumeration of the twenty-seven pentahedra from nine nodes of the Burkhardt primal; 13. The equation of the Burkhardt primal in terms of a Steiner solid and four association primes; 14. Explicit formulae for the rationalization of the Burkhardt primal; 15. The equation of the Burkhardt primal referred to the prime faces of a Jordan pentahedron; 16. The thirty-six double sixes of Jordan pentahedra, and the associated quadrics; 17. The linear transformations of the Burkhardt primal into itself; 18. Five subgroups of the group 23.34.40 transformations; 19. The expression of the fundamental transformations B, C, D, S as transformations of x1,...,x6. The expression of B, C, D, S in terms of nodal projections; 20. The application of the substitutions of x1,...,x6 to the twelve pentahedra {A}, {B},..., {F0}; 21. The transformation of the family {A} by means of Burkhardt's transformations; 22. Derivation of the Burkhardt primal from a quadratic; Appendix, note 1. The generation of desmic systems of tetrahedra in ordinary space; Appendix, note 2. On the group of substitutions of the lines of a cubic surface in ordinary space; Index of notations.
Descriere
Originally published in 1946, this book provides a concise account regarding linear groups.