## A Treatise on the Theory of Determinants: With Graduated Sets of Exercises |

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### Common terms and phrases

a b c adjugate afol alternant axi-symmetric determinant Balfour Stewart Cambridge Chemistry column numbers complementary minors corresponding element Crown 8vo deleted denoted deter determinant equals difference-product differential coefficient ELEMENTARY TREATISE equations Example factor Fcap ft ft g h k given determinant Hence i8mo inversions of order Jacobian Lecturer minant mth compound multiplication theorem notation nth order number of inversions number of terms numerous Illustrations obtained order is expressible original determinant Owens College P. G. Tait persymmetric Pfaffian Philosophy principal diagonal Professor Prove pth row quotient respect result right-hand member row and column row numbers SCIENCE SCIENTIFIC CATALOGUE second column Second Edition second row Show sign-factor Similarly suffixes symmetric function T. H. Huxley terms containing theorem regarding THEORY Trinity College vanish variables W. K. Clifford Wronskian zero-axial skew determinant

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Page 21 - W. ARCHER BUTLER, late Professor of Moral Philosophy in the University of Dublin. Edited from the Author's MSS., with Notes, by WILLIAM HEPWORTH THOMPSON, MA, Master of Trinity College, and Regius Professor of Greek in the University of Cambridge.

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