Archibald Read Richardson
#127,119
Most Influential Person Across History
British mathematician
Archibald Read Richardson's AcademicInfluence.com Rankings
Archibald Read Richardsonmathematics Degrees
Mathematics
#6582
Historical Rank
Measure Theory
#5486
Historical Rank
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Mathematics
Why Is Archibald Read Richardson Influential?
(Suggest an Edit or Addition)According to Wikipedia, Archibald Read Richardson FRS was a British mathematician known for his work in algebra. Career Richardson collaborated with Dudley E. Littlewood on invariants and group representation theory. They introduced the immanant of a matrix, studied Schur functions and developed the Littlewood–Richardson rule for their multiplication.
Archibald Read Richardson's Published Works
Published Works
- Group Characters and Algebra (1934) (353)
- Simultaneous Linear Equations over a Division Algebra (24)
- VIII. Stationary waves in water (1920) (15)
- On the vibrations and stability of a gravitating planet (6)
- Fermat's Equation in Real Quaternions (1931) (4)
- Algebra of s‐Dimensions (1942) (3)
- Groupoids and their Automorphisms (1945) (3)
- Congruences in Real Quaternions (3)
- Concomitants of Polynomials in Non-Commutative Algebra (1933) (2)
- The composition of quadratic forms (1946) (2)
- The Class-Ring in Multiplicative Systems (1943) (2)
- The composition of cubic forms (1947) (2)
- Some combinatorial problems of finite abstract algebra (1939) (2)
- Compositions involving ternary cubics (1951) (1)
- IMMANANTS OF SOME SPECIAL MATRICES (1934) (1)
- Congruences in Multiplicative Systems (1946) (1)
- SOME SPECIAL S-FUNCTIONS AND q-SERIES (0)
- Abstract Algebra (1940) (0)
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What Schools Are Affiliated With Archibald Read Richardson?
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