Originally published in 1918, this book forms part of a
three-volume work created to expand upon the content of a series of
lectures delivered at the University of Calcutta during the winter
of 1909-10. The chief feature of all three volumes is that they
deal with rectangular matrices and determinoids as distinguished
from square matrices and determinants, the determinoid of a
rectangular matrix being related to it in the same way as a
determinant is related to a square matrix. An attempt is made to
set forth a complete and consistent theory or calculus of
rectangular matrices and determinoids. The second volume contains
further developments of the general theory, including a discussion
of matrix equations of the second degree. It also contains a large
number of applications to algebra and to analytical geometry of
space of two, three and n dimensions.
General
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