Leonard Eugene Dickson

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Mathematics

Leonard Eugene Dickson's Degrees

PhD Mathematics University of Chicago

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According to Wikipedia, Leonard Eugene Dickson was an American mathematician. He was one of the first American researchers in abstract algebra, in particular the theory of finite fields and classical groups, and is also remembered for a three-volume history of number theory, History of the Theory of Numbers. The L. E. Dickson instructorships at the University of Chicago Department of Mathematics are named after him.

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Leonard Eugene Dickson's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

History of the Theory of Numbers (1844)
Linear Groups, with an Exposition of the Galois Field Theory (1958) (794)
Finiteness of the Odd Perfect and Primitive Abundant Numbers with n Distinct Prime Factors (1913) (514)
A Theory of Invariants (1909) (264)
The Analytic Representation of Substitutions on a Power of a Prime Number of Letters with a Discussion of the Linear Group. (241)
A fundamental system of invariants of the general modular linear group with a solution of the form problem (237)
On Quaternions and Their Generalization and the History of the Eight-Square Theorem. Addenda (1919) (186)
Scientific Books: Linear Groups with an Exposition of the Galois Field Theory (1902) (179)
Cyclotomy, Higher Congruences, and Waring's Problem II (1935) (158)
First Course in the Theory of Equations (143)
Linear algebras in which division is always uniquely possible (1906) (142)
Linear groups with an exposition of the Galois field theory / by Leonard Eugene Dickson. (127)
Theory and applications of finite groups (126)
Modern Elementary Theory of Numbers (1939) (113)
Studies in the theory of numbers (1931) (92)
Differential Equations from the Group Standpoint (1924) (87)
Algebras and their arithmetics (1924) (81)
Linear algebras with associativity not assumed (1935) (64)
Group Theory: 5 (1904) (64)
Quaternary Quadratic Forms Representing all Integers (62)
Modern algebraic theories (1927) (58)
Definitions of a group and a field by independent postulates (1905) (56)
Group Theory: 6 (1904) (54)
Theory of linear groups in an arbitrary field (1901) (54)
Determination of all general homogeneous polynomials expressible as determinants with linear elements (1921) (53)
Integers represented by positive ternary quadratic forms (49)
Criteria for the irreducibility of functions in a finite field (1906) (47)
Ternary Quadratic Forms and Congruences (46)
Group Theory: 8 (1905) (44)
On the Cyclotomic Function (1905) (44)
Arithmetic of Quaternions (39)
New First Course in the Theory of Equations (1940) (38)
Cyclotomy and trinomial congruences (1935) (37)
A new system of simple groups (1905) (36)
Representations of the general symmetric group as linear groups in finite and infinite fields (1908) (30)
On the congruence of sets and their equivalence by finite decomposition (1955) (28)
An invariantive investigation of irreducible binary modular forms (26)
A new simple Theory of Hypercomplex Integers (23)
Modular theory of group-matrices (1907) (21)
History Of The Theory Of Numbers - Iii (1952) (20)
An Elementary Exposition of Frobenius's Theory of Group-Characters and Group-Determinants (1902) (20)
On the group defined for any given field by the multiplication table of any given finite group (1902) (19)
Modular theory of group characters (1907) (18)
Definitions of a linear associative algebra by independent postulates (17)
Cyclotomy when $e$ is composite (1935) (17)
All integers except 23 and 239 are sums of eight cubes (1939) (16)
Linear associative algebras and abelian equations (16)
On triple algebras and ternary cubic forms (14)
Determination of all the subgroups of the known simple group of order 25920 (1904) (14)
On the Theory of Numbers and Generalized Quaternions (13)
New division algebras (1926) (13)
Divisibility and primality (12)
Equivalence of pairs of bilinear or quadratic forms under rational transformation (1909) (12)
On the Representation of Numbers as the Sum of Two Squares (1909) (12)
Definitions of a field by independent postulates (11)
On semi-groups and the general isomorphism between infinite groups (1905) (11)
Lowest Integers Representing Sides of a Right Triangle (11)
General theory of modular invariants (1909) (11)
Rational Triangles and Quadrilaterals (1921) (10)
Determination of the Structure of All Linear Homogeneous Groups in a Galois Field Which are Defined by a Quadratic Invariant (1899) (10)
Projective Classification of Cubic Surfaces Modulo 2 (10)
Canonical forms of quaternary abelian substitutions in an arbitrary Galois field (1901) (10)
Even Abundant Numbers (1913) (9)
Singular case of pairs of bilinear, quadratic, or Hermitian forms (1927) (9)
Integral solutions of $x^2 - my^2 = zw$ (1923) (9)
Proof of the Ideal Waring Theorem for Exponents 7-180 (1936) (9)
Canonical Form of a Linear Homogeneous Substitution in a Galois Field (1900) (9)
Notes on the Theory of Numbers (1911) (9)
On quadratic forms in a general field (1907) (9)
The Points of Inflexion of a Plane Cubic Curve (8)
Solution of Waring's Problem (1936) (8)
Memoir on Abelian Transformations (1904) (8)
Amicable Number Triples (1913) (8)
A New Solution of the Cubic Equation (1898) (8)
Invariantive Theory of Plane Cubic Curves Modulo 2 (1915) (8)
Simpler proofs of Waring’s theorem on cubes, with various generalizations (8)
Fermat's Last Theorem and the Origin and Nature of the Theory of Algebraic Numbers (1917) (7)
Universal quadratic forms (7)
Recent Progress in the Theories of Modular and Formal Invariants and in Modular Geometry. (7)
Canonical Form of a Linear Homogeneous Transformation in an Arbitrary Realm of Rationality (1902) (7)
Review: D. N. Lehmer, List of Prime Numbers from 1 to 10,006,721 (1915) (7)
The converse of Waring’s problem (1934) (7)
Definite forms in a finite field (7)
Quartic curves modulo 2 (1915) (6)
On binary modular groups and their invariants (1913) (6)
Construction of division algebras (1930) (6)
Higher irreducible congruences (1897) (6)
On the Canonical Forms and Automorphs of Ternary Cubic Forms (1908) (6)
Lower limit for the number of sets of solutions of xe + ye + ze≡0 (mod p). (6)
The configurations of the 27 lines on a cubic surface and the 28 bitangents to a quartic curve (1901) (6)
On the representation of numbers by modular forms (1909) (6)
Mathematics in war perspective (1919) (5)
Application of Groups to a Complex Problem in Arrangements (1904) (5)
Invariants of binary forms under modular transformations (1907) (5)
History of Mathematics; Volume I, General Survey of the History of Elementary Mathematics; Volume II, Special Topics of Elementary Mathematics. (1925) (5)
Binary Modular Groups and their Invariants (5)
Geometrical and Invariantive Theory of Quartic Curves Modulo 2 (1915) (5)
Note on Cubic Equations and Congruences (1911) (5)
Factor Table for the First Ten Millions (1910) (5)
Criteria for the irreducibility of a reciprocal equation (1908) (5)
The Groups of Steiner in Problems of Contact (Second Paper) (1902) (5)
On Linear Algebras (1906) (4)
Review: Thomas L. Heath, Diophantus of Alexandria. A Study in the History of Greek Algebra (1911) (4)
Determination of the Ternary Modular Groups (1905) (4)
The alternating group on eight letters and the quaternary linear congruence group modulo two (1901) (4)
Fallacies and misconceptions in Diophantine analysis (1921) (4)
Report on the recent progress in the theory of linear groups (1899) (4)
De Séguier's Theory of Abstract Groups (1904) (4)
On the Rank of a Symmetrical Matrix (4)
Analytic Functions Suitable to Represent Substitutions (1896) (4)
On the reducibility of linear groups (1903) (4)
Recent progress on Waring's theorem and its generalizations (1933) (4)
On the negative discriminants for which there is a single class of positive primitive binary quadratic forms (1911) (4)
The Madison Colloquium (1914) (4)
The ideal Waring theorem for twelfth powers (1936) (3)
A new definition of the general abelian linear group (3)
The forms $ax^2 + by^2 + cz^2 $ which represent all integers (3)
Hensel's Theory of Algebraic Numbers (1910) (3)
On quadratic, Hermitian and bilinear forms (1906) (3)
On the Groups defined for an Arbitrary Field by the Multiplication Tables of certain Finite Groups (1902) (3)
A Matrix Defined by the Quaternion Group (1902) (3)
On the Inscription of Regular Polygons (3)
Additive Number Theory for all Quadratic Functions (3)
The Waring problem and its generalizations (1936) (3)
Extensions of Waring's Theorem on Nine Cubes (1927) (3)
Universal Waring theorems (1936) (3)
Systems of simple groups derived from the orthogonal group (1898) (3)
The Elements of the Theory of Algebraic Numbers (1911) (3)
All positive integers are sums of values of a quadratic function of $x$ (1927) (3)
On the Real Elements of Certain Classes of Geometrical Configurations (1905) (3)
A new method in Diophantine analysis (1921) (3)
The Straight Lines on Modular Cubic Surfaces. (1915) (3)
Algebraic Theory of the Expressibility of Cubic Forms as Determinants, with Application to Diophantine Analysis (1921) (3)
Elements of the Calculus (1900) (3)
Resolvent sextics of quintic equations (1925) (3)
A Fundamental System of Covariants of the Tenary Cubic Form (1921) (3)
Determination of all Groups of Binary Linear Substitutions with Integral Coefficients Taken Modulo 3 and of Determinant Unity (1904) (3)
Invariantive Reduction of Quadratic Forms in the GF[2 n ] (1908) (3)
Rational Reduction of a Pair of Binary Quadratic Forms; Their Modular Invariants (1909) (3)
Two-Fold Generalizations of Cauchy's Lemma (1934) (3)
On hypercomplex number systems (1905) (3)
Errata: “Definitions of a field by independent postulates” [Trans.\ Amer.\ Math.\ Soc. 4 (1903), no. 1, 13–20; 1500619] (1904) (2)
On higher congruences and modular invariants (1908) (2)
Certain Subgroups of the Betti-Mathieu Group (2)
On the Trisection of an Angle and the Construction of Regular Polygons of 7 and 9 Sides (1914) (2)
Applications of the geometry of numbers to algebraic numbers (1919) (2)
Definition of the abelian, the two hypoabelian, and related linear groups as quotient-groups of the groups of isomorphisms of certain elementary groups (2)
On the Factorization of Large Numbers (1908) (2)
Cyclic Subgroups of the Simple Ternary Linear Fractional Group in a Galois Field (2)
Quadractic Forms Which Represent All Integers. (1926) (2)
On the Quaternary Linear Homogeneous Groups Modulo p of Order a Multiple of p (2)
The minimum degree of resolvents for the -section of the periods of hyperelliptic functions of four periods (2)
Reducible Cubic Forms Expressible Rationally as Determinants (1921) (2)
On the number of inscriptible regular polygons (1894) (2)
The hyperorthogonal groups (1902) (2)
On the factorization of integral functions with $p$-adic coefficients (1910) (2)
The subgroups of order a power of 2 of the simple quinary orthogonal group in the Galois field of order ⁿ=8±3 (2)
On Systems of Isothermal Curves (1901) (2)
The Galois Group of a Reciprocal Quartic Equation (1908) (2)
Biography: Dr. George Bruce Halsted (1894) (2)
Invariants in the theory of numbers (1914) (2)
The Structure of certain Linear Groups with Quadratic Invariants (1898) (2)
Quaternions and Their Generalizations. (1921) (2)
Minimum decompositions into fifth powers (1933) (2)
Representation of Linear Groups as Transitive Substitution Groups (1901) (2)
Invariantive Classification of Pairs of Conics Modulo 2 (1915) (2)
Orthogonal group in a Galois field (1898) (2)
POLYGONAL NUMBERS AND RELATED WARING PROBLEMS (1934) (2)
On the subgroups of order a power of in the quaternary abelian group in the Galois field of order ⁿ (1903) (2)
Systems of continuous and discontinuous simple groups (1897) (2)
Quadratic fields in which factorization is always unique (1924) (2)
Impossibility of restoring unique factorization in a hypercomplex arithmetic (1922) (2)
Distribution of the Ternary Linear Homogeneous Substitutions in a Galois Field into Complete Sets of Conjugate Substitutions (2)
The Rational Linear Algebras of Maximum and Minimum Ranks (1)
A generalization of Waring's theorem on nine cubes (1927) (1)
The symmetric group on eight letters and the senary first hypoabelian group (1907) (1)
Rational Edged Cuboids with Equal Volumes and Equal Surfaces (1909) (1)
A New Method for Universal Waring Theorems with Details for Seventh Powers (1934) (1)
Modular Invariants of a General System of Linear Forms (1)
Why it is Impossible to Trisect an Angle or to Construct a Regular Polygon of 7 or 9 Sides by Ruler and Compasses (1921) (1)
Bell on Algebraic Arithmetic (1928) (1)
Subgroups of Order a Power of p in the General and Special m-ary Linear Homogeneous Groups in the GF[p n ] (1905) (1)
The structure of the hypoabelian groups (1898) (1)
A class of simply transitive linear groups (1902) (1)
A Tribute to Mildred Lenora Sanderson (1915) (1)
On the class of the substitutions of various linear groups (1905) (1)
Generalizations of Waring's Theorem on Fourth, Sixth, and Eighth Powers (1927) (1)
The structure of the linear homogeneous groups defined by the invariant λ1ξ1r+λ2ξ2r+⋯+λmξmr (1899) (1)
Isomorphism between certain systems of simple linear groups (1900) (1)
A quadratic cremona transformation defined by a conic (1895) (1)
Addition to the Paper on the Four Known Simple Linear Groups of Order 25920 (1)
An Abstract Simple Group of Order 25920 (1)
A general theorem on algebraic numbers (1905) (1)
A Generalization of Fermat's Theorem (1)
The Order of a Certain Senary Linear Group (1902) (1)
Waring Theorems of New Type (1936) (1)
Discussions: Should Book Reviews be Censored? (1923) (1)
Linear Groups in an Infinite Field (1901) (1)
Generalizations of the theorem of Fermat and Cauchy on polygonal numbers (1)
A generalization of Waring’s problem (1936) (1)
Researches on Waring's problem (1935) (1)
Generational relations defining the abstract simple group of order 660 (1)
A Property of the Group G 2 2n All of Whose Operators Except Identity are of Period 2 (1904) (1)
The Inscription of Regular Polygons (1894) (1)
Universal forms $\sum a_i (x_i)^n$ and Waring's problem (1936) (1)
The group of a tactical configuration (1)
Ternary orthogonal group in a general field, and, The groups defined for a general field by the rotation groups (1)
Three sets of generational relations defining the abstract simple group of order 504 (1)
Determination of an abstract simple group of order 2⁷⋅3⁶⋅5⋅7 holoedrically isomorphic with a certain orthogonal group and with a certain hyperabelian group (1900) (1)
Concerning the Abelian and related Linear Groups (1900) (1)
An extension of the theory of numbers by means of correspondences between fields (1916) (1)
Fields whose elements are linear differential expressions (1903) (1)
Congruences involving only e-th powers (1935) (1)
The abstract group $G$ simply isomorphic with the alternating group on six letters (1903) (1)
Review: Robert Fricke, Lehrbuch der Algebra (1928) (1)
Proof of a Waring theorem on fifth powers (1931) (1)
Proof of the finiteness of modular covariants (1913) (1)
Concerning the Cyclic Subgroups of the Simple Group G of All Linear Fractional Substitutions of Determinant Unity in Two Non-Homogeneous Variables with Coefficients in an Arbitrary Galois Field (1900) (1)
Problems for Solutions: [2941-2950] (1)
Note on the Volume of a Tetrahedron in Terms of the Coordinates of the Vertices (1907) (1)
Diophantine Analysis: 122 (1904) (1)
On the relation between linear algebras and continuous groups (1915) (1)
Proof of the existence of the Galois field of order $p^r$ for every integer $r$ and prime number $p$ (1900) (1)
Extended polygonal numbers (1928) (1)
A new method for Waring theorems with polynomial summands. II (1934) (1)
Two systems of subgroups of the quaternary Abelian group in a general Galois field (1)
The known finite simple groups (1899) (1)
Concerning real and complex continuous groups (1901) (1)
The Simplest Model For Illustrating the Conic Sections (1894) (1)
Mathematical Tables (Vol. 3); Minimum Decompositions into Fifth Powers. (1934) (1)
Errata: “Theory of linear groups in an arbitrary field” [Trans. Amer. Math. Soc. 2 (1901), no. 4, 363–394; 1500573] (1902) (1)
The largest linear homogeneous group with an invariant Pfaffian (1899) (1)
Errata: “Invariants of binary forms under modular transformations” [Trans. Amer. Math. Soc. 8 (1907), no. 2, 205–232; 1500782] (1907) (1)
A General Survey of the Field (1914) (1)
Linear Substitutions Commutative with a Given Substitution (1)
Generational Relations of an Abstract Simple Group of Order 4080 (1902) (1)
Chapter XIII: Auxiliary theorems on abstract groups. Abstract forms of various linear groups (0)
Group Theory: 9-10 (1905) (0)
Problems: 37-38 (0)
Generational Relations for the Abstract Group Simply Isomorphic with the Linear Fractional Group in the GF[2″] (1902) (0)
Ninth Summer Meeting of the American Mathematical Society (1902) (0)
Concerning the Four Known Simple Linear Groups of Order 25920, with an Intruduction to the Hyper-Abelian Linear Groups (1899) (0)
Universal Waring Theorem for Eleventh Powers (1934) (0)
Waring’s problem for ninth powers (1934) (0)
Diophantine Analysis: 121 (1904) (0)
Geometry: 290-294 (1906) (0)
Chapter II: The Abelian linear group (0)
Number Theory and Diophantine Analysis: 190-192 (1913) (0)
Invariants of a modular group. Formal Invariants and covariants of modular forms. Applications (1914) (0)
Group Theory: 1-3 (1904) (0)
Some General Theorems (1914) (0)
Sylvester's Mathematical Papers (1909) (0)
Miscellaneous: 173-174 (1907) (0)
The Madison Colloquium Lectures on Mathematics. (1914) (0)
Book Review: Vorlesungen ber Algebra (0)
Chapter V: Analytic representation of substitutions on the marks of a Galois Field (0)
On Waring's Problem and Its Generalization (1936) (0)
Geometric Derivation of Certain Trigonometric Formulae (1902) (0)
History of the Theory of Numbers@@@History of the Theory of Numbers. (1921) (0)
Algebraic numbers : report of the Committee on Algebraic Numbers, National Research Council (0)
Geometry: 215-219 (0)
Errata: “Determination of an abstract simple group of order 2⁷⋅3⁶⋅5⋅7 holoedrically isomorphic with a certain orthogonal group and with a certain hyperabelian group” [Trans. Amer. Math. Soc. 1 (1900), no. 3, 353–370; 1500543] (1900) (0)
Perfect and Amicable Numbers (1921) (0)
Errata: “Determination of all the subgroups of the known simple group of order 25920” [Trans.\ Amer.\ Math.\ Soc. 5 (1904), no. 2, 126–166; 1500666] (1904) (0)
Algebra: 345-348 (1910) (0)
Concerning a linear homogeneous group in $C_{m,\,q}$ variables isomorphic to the general linear homogeneous group in $m$ variables (1898) (0)
Extensions of Waring's theorem on fourth powers (0)
Part III: Symbolic notation (0)
Universal Waring theorems with cubic summands (1935) (0)
The Group of Linear Homogeneous Substitutions on mq Variables which is defined by the Invariant ϕ≡∑i=1mξi1ξi2…ξin. (1898) (0)
Chapter II: Proof of the existence of the GF[pm] for every prime p and integer m (0)
Geometry: 209-211 (1903) (0)
NEW WARING THEOREMS FOR POLYGONAL NUMBERS (1937) (0)
Number Theory and Diophantine Analysis: 187-189 (1913) (0)
On the theory of equations in a modular field (1906) (0)
Algebra: 287-288 (1907) (0)
Chapter I: General linear homogeneous group (0)
Average and Probability: 150-151 (1903) (0)
191-192,196 (Number Theory) (1919) (0)
A Reply to Professor Whitaker (1895) (0)
Errata: “Canonical forms of quaternary abelian substitutions in an arbitrary Galois field” [Trans. Amer. Math. Soc. 2 (1901), no. 2, 103–138; 1500559] (1902) (0)
Number Theory and Diophantine Analysis: 178-180 (0)
Chapter XIV: Group of the equation for the 27 straight lines on a general surface of the third order (0)
Geometry: 91-93 (1898) (0)
Review: H. F. Baker, The Collected Mathematical Papers of James Joseph Sylvester (1911) (0)
Errata: “The subgroups of order a power of 2 of the simple quinary orthogonal group in the Galois field of order ⁿ=8±3” [Trans. Amer. Math. Soc. 5 (1904), no. 1, 1–38; 1500658] (1904) (0)
Chapter IV: Miscellaneous properties of Galois Fields (0)
Problems: 35-36 (1895) (0)
The Prime Function on an Algebraic Configuration (1914) (0)
Number Theory and Diophantine Analysis: 160-162 (1909) (0)
Chapter IX: Linear groups with certain invariants of degree q>2 (0)
Geometry: 351-353 (1909) (0)
A theory of plane cubic curves with a real inflexion point valid in ordinary and in modular geometry (1914) (0)
A theory of invariants applicable to algebraic and modular forms (1914) (0)
Miscellaneous: 143-144 (0)
All integral solutions of $ax^2 + bxy + cy^2 = w_1 \,w_2 \cdots w_n $ (1926) (0)
Bauer's Algebra (1904) (0)
Diophantine Analysis: 109-111 (1902) (0)
Chapter I: Definition and properties of finite fields (0)
Some Fallacies of an Angle Trisector (1895) (0)
Dr. George Bruce Halsted (1894) (0)
Problems: 44-45 (0)
ISOMOEPHISM BETWEEN CERTAIN SYSTEMS OF SIMPLE LINEAE GROUPS (0)
Modular geometry and covariantive theory of a quadratic form in variables modulo 2 (1914) (0)
Part II: Theory of invariants in non-symbolic notation (0)
The Abstract Group isomorphic with the Symmetric Group on k Letters (1899) (0)
On the subgroups of order a power of $p$ in the linear homogeneous and fractional groups in the $GF\left[ {p^n } \right]$ (1904) (0)
Graphical Methods in Trigonometry (1905) (0)
Note on Page's ordinary differential equations (1899) (0)
The Invariants, Semivariants and Linear Covariants of the Binary Quartic Form Modulo 2. (0)
Chapter X: Canonical form and classification of linear substitutions (0)
Geometry: 224-225 (1904) (0)
Number Theory and Diophantine Analysis: 181-182,148,153,157,161,162,166, 167 (1911) (0)
Chapter VI: The compounds of a linear homogeneous group (0)
Chapter III: A generalization of the Abelian linear group (0)
Errata: “On the subgroups of order a power of in the quaternary abelian group in the Galois field of order ⁿ” [Trans. Amer. Math. Soc. 4 (1903), no. 4, 371–386; 1500648] (1904) (0)
Diophantine Analysis: 123 (1905) (0)
Chapter XII: Subgroups of the linear fractional group LF(2, pn) (0)
Diophantine Analysis: 120 (1904) (0)
Chapter VIII: Linear homogeneous group in the GF[2n] defined by a quadratic invariant (0)
Factors of a Certain Determinant of Oreer Six (1902) (0)
On invariants and the theory of numbers . Topics in the theory of fuctions of several complex variables (0)
Problems: 52-53 (1895) (0)
Singular Points and Analytic Continuation (1914) (0)
A Generalization of Symmetric and Skew-Symmetric Determinants (1903) (0)
Algebra: 185-186 (1903) (0)
Invariants of the General Quadratic form Modulo 2 (0)
Chapter XI: Operators and cyclic subgroups of the simple group LF(3, pn) (0)
Problems for Solution: [2908-2919] (1921) (0)
Diophantine Analysis: 142-144 (1906) (0)
Diophantine Analysis: 119 (1903) (0)
Diophantine Analysis: 108 (1902) (0)
Problems: 50-51 (1895) (0)
Chapter XV: Summary of the known systems of simple groups (0)
Chapter III: Classification and determination of irreducible quantics (0)
Seminvariants of algebraic and modular binary forms (1914) (0)
The Abstract Group Simply Isomorphic with the Group of Linear Fractional Transformations in a Galois Field (1902) (0)
Book Review: Lehrbuch der Algebra (0)
Problems: 67-68 (1896) (0)
Errata: “The groups of Steiner in problems of contact” [Trans. Amer. Math. Soc. 3 (1902), no. 1, 38–45; 1500585] (1902) (0)
Carmichael's Monographs on Branches of the Theory of Numbers (1916) (0)
Review: Kurt Hensel, Zahlentheorie (1914) (0)
Review: D. N. Lehmer, Factor Table for the First Ten Millions (1910) (0)
Problems: 46-47 (1895) (0)
Three Algebraic Notes (1903) (0)
Expressions for the Elements of a Determinant in Terms of the Minors of a Given Order. Generalization of a Theorem due to Studnicka (1905) (0)
Invariants, seminvariants, and covariants of the ternary and quaternary quadratic form modulo 2 (0)
Algebra: 240-243 (1905) (0)
Burkhardt's Theory of Functions (1904) (0)
Part I: Illustrations, geometrical interpretations and applications of invariants and covariants (0)
Algebraic Numbers and Forms (1907) (0)
Chapter IV: The hyperabelian group (0)
Errata: “Definitions of a group and a field by independent postulates” [Trans. Amer. Math. Soc. 6 (1905), no. 2, 198–204; 1500706] (1905) (0)

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