J o |_v and therefore, as w = 27r2 for n = 4, which is precisely right. 20. Transcendental functions of one variable which have no essential singularity in the finite part of the plane of the variable may be distinguished into two classes according as,... (vol. V-VI) Partial differential equations. 1906 - Page 429by Andrew Russell Forsyth - 1902Full view - About this book
| Cambridge Philosophical Society - Philosophy - 1900 - 530 pages
...therefore, as w = 27r2 for n = 4, which is precisely right. 20. Transcendental functions of one variable which have no essential singularity in the finite part of the plane of the variable may be distinguished into two classes according as, to speak first of all somewhat... | |
| Cambridge Philosophical Society - Mathematics - 1900 - 521 pages
...therefore, as «r = 2?r2 for n = 4, which is precisely right. 20. Transcendental functions of one variable which have no essential singularity in the finite part of the plane of the variable may be distinguished into two classes according as, to speak first of all somewhat... | |
| Andrew Russell Forsyth - Differential equations - 1902 - 560 pages
...the independent variable. Let the equation be dmw dm~lw where plt ..., pm are uniform functions of z, which have no essential singularity in the finite...part of the plane and are doubly-periodic in periods ш and to', such that the ratio of ш to w DOUBLY-PERIODIC is not purely real. A fundamental system... | |
| Andrew Russell Forsyth - Differential equations - 1959 - 560 pages
...of the independent variable. Let the equation be dmw where jo,, ..., pm are uniform functions of z, which have no essential singularity in the finite...part of the plane and are doubly-periodic in periods to and to', such that the ratio of a>' to w is not purely real. A fundamental system of integrals exists... | |
| 530 pages
...therefore, as or = 2?ra for n = 4, which is precisely right. 20. Transcendental functions of one variable which have no essential singularity in the finite part of the plane of the variable may be distinguished into two classes according as, to speak first of all somewhat... | |
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