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Berwick, William Edward Hodgson

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Author ID: berwick.william-edward-hodgson Recent zbMATH articles by "Berwick, William Edward Hodgson"
Published as: Berwick, W. E. H.; Berwick, William Edward Hodgson
External Links: Wikidata · GND · IdRef
Documents Indexed: 26 Publications since 1909, including 1 Book
Biographic References: 1 Publication

Co-Authors

25 single-authored
1 Mathews, George Ballard

Publications by Year

Citations contained in zbMATH Open

11 Publications have been cited 56 times in 55 Documents Cited by Year
Algebraic number-fields with two independent units. Zbl 0005.34203
Berwick, W. E. H.
16
1932
Modular invariants expressible in terms of quadratic and cubic irrationalities. JFM 54.0408.01
Berwick, W. E. H.
13
1928
Integral bases. JFM 53.0142.01
Berwick, W. E. H.
8
1927
On the reduction of arithmetical binary cubics which have a negative determinant. JFM 42.0243.03
Mathews, G. B.; Berwick, W. E. H.
6
1911
On soluble sextic equations. JFM 54.0125.03
Berwick, W. E. H.
4
1928
The classification of ideal numbers that depend on a cubic irrationality. JFM 44.0245.02
Berwick, W. E. H.
3
1913
An invariant modular equation of the fifth Order. JFM 46.0605.02
Berwick, W. E. H.
2
1916
The condition that a quintic equation should be soluble by radicals. JFM 45.0187.13
Berwick, W. E. H.
1
1914
The condition that a quintic equation should be soluble by radicals. JFM 45.1227.04
Berwick, W. E. H.
1
1914
Algebraic number-fields with two independent units. JFM 58.0175.02
Berwick, W. E. H.
1
1932
The classification of ideal numbers in a cubic field. Zbl 0011.38901
Berwick, W. E. H.
1
1934
The classification of ideal numbers in a cubic field. Zbl 0011.38901
Berwick, W. E. H.
1
1934
Algebraic number-fields with two independent units. Zbl 0005.34203
Berwick, W. E. H.
16
1932
Algebraic number-fields with two independent units. JFM 58.0175.02
Berwick, W. E. H.
1
1932
Modular invariants expressible in terms of quadratic and cubic irrationalities. JFM 54.0408.01
Berwick, W. E. H.
13
1928
On soluble sextic equations. JFM 54.0125.03
Berwick, W. E. H.
4
1928
Integral bases. JFM 53.0142.01
Berwick, W. E. H.
8
1927
An invariant modular equation of the fifth Order. JFM 46.0605.02
Berwick, W. E. H.
2
1916
The condition that a quintic equation should be soluble by radicals. JFM 45.0187.13
Berwick, W. E. H.
1
1914
The condition that a quintic equation should be soluble by radicals. JFM 45.1227.04
Berwick, W. E. H.
1
1914
The classification of ideal numbers that depend on a cubic irrationality. JFM 44.0245.02
Berwick, W. E. H.
3
1913
On the reduction of arithmetical binary cubics which have a negative determinant. JFM 42.0243.03
Mathews, G. B.; Berwick, W. E. H.
6
1911

Citations by Year

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