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Syllabus of Lecture Delivered at King's College, London, 1 June 28, 1865
Elementary Proof and Generalization of Sir Isaac Newton's Hitherto Undemonstrated Rule for the Discovery of Imaginary Roots 2Wiley | 1865|Publisher: Oxford University Press -
On Certain Properties of the Cartesian Ovals, treated by the method of Vectorial Coordinates
Wiley | 1865|Publisher: Oxford University Press -
Appendix: On the Singular Cases refered to in the Text foregoing
Wiley | 1865Publisher: Oxford University Press -
On Certain Properties of Plane Polygons of an Even Number of Sides
Wiley | 1865|Publisher: Oxford University Press -
On an Involution System of Circular Cubics, and description of the curve by points, when the double focus is on the curve
Wiley | 1865|Publisher: Oxford University Press -
On the Formula for the Multiplication of four Theta Functions
Wiley | 1865|Publisher: Oxford University Press -
On an Addition to Poinsot's Ellipsoidal Mode of representing the motion of a Rigid Body turning freely round a fixed point, whereby the Time may be made to register itself Mechanically.
Wiley | 1865|Publisher: Oxford University Press -
General Meeting of the London Mathematical Society: Held at University College, on Jan. 15, 1866
Wiley | 1865|Publisher: Oxford University Press -
On Reciprocal Diagrams in Space, and their relation to Airy's Function of Stress
Wiley | 1866|Publisher: Oxford University Press -
Proof of an Arithmetical Theorem leading, by means of Gauss's Fourth Demonstration of Legendre's Law of Reciprocity, to the extension of that Law
Wiley | 1866|Publisher: Oxford University Press -
On the Mechanical Description of some species of Circular Curves of the third and fourth degrees
Wiley | 1866|Publisher: Oxford University Press -
On Certain Formula Concerning the Theory of Discriminants; with Applications to Discriminants of Discriminants, and to the Theory of Polar Curves
Wiley | 1866|Publisher: Oxford University Press -
Outline trace of the theory of Reducible Cyclodes *, i.e. a particular Family of successive Involutes to a Circle whose determination depends on the solution of an Algebraico‐Diophantine Equation, and of the Number and Classification of the forms of such Family for any given order of succession †
Wiley | 1866|Publisher: Oxford University Press -
On the Order of certain Systems of Algebraical Equations
Wiley | 1866|Publisher: Oxford University Press -
On a Correspondence of Points, such that a curve of the nth order in one plane corresponds to a curve of the 4nth in another plane, with three multiple points of the order n on the line of intersection of the planes, and three other multiple points of the order 2n
Wiley | 1866|Publisher: Oxford University Press -
On the Inscription, by a Simplification of Sir W. R. Hamilton's Process of Reduction, of closed n‐gons is any quadric, no that the sides of each shall pass in order through n given points
Wiley | 1866|Publisher: Oxford University Press -
On a Geometrical proposition indicating that the property of the radical axis was probably discovered by the Arabs
Wiley | 1866|Publisher: Oxford University Press -
On Series of Curves, especially on the Singularitics of their Envelopes; with Applications to Polar Curves
Wiley | 1866|Publisher: Oxford University Press -
Solution, by the Method of Ordinary Homographic Division, of the Problem, “To inscribe in a given Ruled Quadric a Polygon of any given order whose sides shall pass in any prescribed order of sequence through an arbitrary system of given points in space”
Wiley | 1866|Publisher: Oxford University Press -
Remarks on the Mathematical Classification of Physical Quantities,
Wiley | 1869|Publisher: Oxford University Press
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