Transactions of the Cambridge Philosophical Society, المجلد 23University Press, 1931 |
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الصفحة 173
... second - type singular points . As already stated we do not consider such trajectories in detail . It must be remembered in deciding whether a trajectory belongs to this type that one or more of the points at infinity may be second ...
... second - type singular points . As already stated we do not consider such trajectories in detail . It must be remembered in deciding whether a trajectory belongs to this type that one or more of the points at infinity may be second ...
الصفحة 174
... type ( iii ) above ( D 13 ) . For ( 8 ) there will in general occur trajectories which go through or arbitrarily near to a second - type singular point , and there may also occur trajectories of the types ( i ) , ( ii ) and ( iii ) ...
... type ( iii ) above ( D 13 ) . For ( 8 ) there will in general occur trajectories which go through or arbitrarily near to a second - type singular point , and there may also occur trajectories of the types ( i ) , ( ii ) and ( iii ) ...
الصفحة 193
Cambridge Philosophical Society. P 17 second - type singular points ac , y = 0. That they must be of genus 1 follows from the fact that they fall into continuous singly - infinite sub - families each of which is limited by a finite ...
Cambridge Philosophical Society. P 17 second - type singular points ac , y = 0. That they must be of genus 1 follows from the fact that they fall into continuous singly - infinite sub - families each of which is limited by a finite ...
المحتوى
A Mathematical Theory of Natural and Artificial Selection By J B S HALDANE M A | 18 |
On the Form of the Solution of the Equations of Dynamics By T M CHERRY B A | 41 |
OUTLINE OF TERMINOLOGY AND RESULTS | 43 |
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عبارات ومصطلحات مألوفة
a₁ aberration approximation arbitrary asymptotic expansion b₁ b₂ bitangent c₁ C₂ coefficients condition congruence consider const constant contains correlation corresponding cos² cosh curve of contact cylinder denote determinant double curve equal equation exit-pupil expression finite formula Fourier series g₁ given gives h₁ Hence holomorphic homoscedastic independent integral intersection Jacobian k₁ linear lines Mathieu functions N₁ notation obtain p₁ partition periodic functions permutation phase-space plane positive quadric quasi-periodic regression of X3 residual residual curve satisfied scroll second-type single-valued singular points solution spherical spherical aberration suffix suppose surface symmetric functions T₁ tensor theorem theory trajectory trajectory-domain transformation u₁ v₁ values vanish variables wave X₁ X3 on X1 XXIII Y₁ Z₁ zero