# Proceedings of the Edinburgh Mathematical Society, Volumi 11-12

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### Sommario

 Sezione 1 1 Sezione 2 8 Sezione 3 107 Sezione 4 167 Sezione 5 7 Sezione 6 10 Sezione 7 Sezione 8
 Sezione 14 25 Sezione 15 26 Sezione 16 33 Sezione 17 34 Sezione 18 44 Sezione 19 51 Sezione 20 76 Sezione 21 86

 Sezione 9 1 Sezione 10 2 Sezione 11 18 Sezione 12 22 Sezione 13 23
 Sezione 22 106 Sezione 23 110 Sezione 24 111 Sezione 25 112 Sezione 26 114

### Brani popolari

Pagina 5 - To draw a straight line perpendicular to a given straight line from a given point without it . 26 4.
Pagina 7 - To a given straight line to apply a parallelogram, which shall be equal to a given triangle, and have one of its angles equal to a given rectilineal angle.
Pagina 14 - ABC be the given rectilineal figure, to which the figure to be described is required to be similar, and D that to which it must be equal. It is required to describe a rectilineal figure similar to ABC, and equal to D. Upon the straight line BC describe (cor.
Pagina 166 - Review is to be conducted, and it may be of interest to the members of the Society to have these presented in outline.
Pagina 9 - Find an expression for the area of a triangle in terms of the coordinates of its angular points.
Pagina 9 - SEGMEBTT of a circle being given to describe the circle of which it is the segment.* Let ABC be the given segment of a circle ; it is required to describe the circle of which it is the segment.
Pagina 60 - must be ranked as one of the retarders of quaternion progress, in virtue of his pamphlet on Vector Analysis; a sort of hermaphrodite monster, compounded of the notations of Hamilton and Grassmann.
Pagina 76 - ... the sum of the squares on half the line and on the line between the points of section*.
Pagina 24 - The circle which passes through the middle points of the sides of a triangle touches the four circles which touch the three sides.
Pagina 67 - Va/3 than any which depend on the definition of a quaternion, will appear in a strong light if we try to extend our formulae to space of four or more dimensions. It will not be claimed that the notions of quaternions will apply to such a space, except indeed in such a limited and artificial manner as to rob them of their value as a system of geometrical algebra.