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Valiant made key contributions to the theory of computational complexity.
This work represents one of the greatest contributions to the theory of index numbers ever published.
He also made important contributions to the theory of functions, complex analysis, and number theory.
In his later years he made important contributions to the theory of colloidal behaviour of proteins.
Both Carnap and Reichenbach, in their very different ways, made extensive contributions to the theory of probability and induction.
But his work on rotating bodies and his contributions to the theory of light were of lasting importance.
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In the first (1908 19), she made significant contributions to the theories of algebraic invariants and number fields.
The Wicksell Keynes theory was an important contribution to the theory of the income-determination process.
Die Realisierung, 3 vol. (1912 23; "Realization"), considered to be a valuable contribution to the theory of knowledge, was his last published work.
Davis's contribution to the theory of landform evolution also includes the idea of process interruption as a means of accelerating change (rejuvenation) and the notion of process slowing in a late stage of process evolution as energy is consumed.
The final 18th-century contribution to the theory of parallels was Adrien-Marie Legendre's textbook Éléments de géométrie (Elements of Geometry and Trigonometry), the first edition of which appeared in 1794.
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