Dickson] 



602 



[Dickstein 



- A quadratic Cremona transformation defined by a 

 conic. Palermo Circ. Mat. Rend., 9, 1895, 256-259. 



- Cyclic numbers. Quart. Jl. Math., 27, 1895, 366- 

 377. 



- Analytic functions suitable to represent substitutions. 

 Amer. Jl. Math., 18, 1896, 210-218. 



- The analytic representation of substitutions on a 

 power of a prime number of letters with a discussion of 

 the linear group. [1897.] Ann. Math., 11 (1896-97), 

 66-120, 161-183. 



- Systems of continuous and discontinuous simple 

 groups. N. Y., Amer. Math. Soc. Bull., 3, 1897, 265- 

 273. 



- Higher irreducible congruences. N. Y., Amer. Math. 

 Soc. Bull., 3, 1897, 381-389. 



- Orthogonal group in a Galois field. [1897.] N. Y. , 

 Amer. Math. Soc. Bull., 4, 1898, 196-200. 



- Systems of simple groups derived from the orthogonal 

 group. [1897.] N. Y., Amer. Math. Soc. Bull., 4, 1898, 

 382-389, 560. 



- The structure of the hypoabelian groups. N. Y., 

 Amer. Math. Soc. Bull., 4, 1898, 495-510. 



- A triply infinite system of simple groups. Quart. Jl. 

 Math., 29, 1898, 169-178; 30, 1899, 383-384. 



- Concerning a linear homogeneous group in C m>Q 

 variables isomorphic to the general linear homogeneous' 

 group in m variables. [1898.] N. Y., Amer. Math. Soc. 

 Bull., 5, 1899, 120-135. 



- The largest linear homogeneous group with an in- 

 variant Pfaffian. [1898.] N.Y., Amer. Math. Soc. Bull., 

 5, 1899, 338-342. 



- Determination of the structure of all linear homo- 

 geneous groups in a Galois field which are defined by 

 a quadratic invariant. Amer. Jl. Math., 21, 1899, 193- 

 256. 



- The structure of certain linear groups with quadratic 

 invariants. London Math. Soc. Proc., 30, 1899, 70-98; 

 31, 1900, 489. 



- The group of linear homogeneous substitutions on 

 mq variables which is defined by the invariant 



London Math. Soc. Proc., 30, 1899, 200-208; 31, 1900, 

 489. 



The structure of the linear homogeneous groups 



+\nm- Math. 



defined by the invariant 

 Ann., 52/1899, 561-581. 



- The known finite simple groups. N. Y., Amer. Math. 

 Soc. Bull., 5, 1899, 470-475. 



- Sur plusieurs groupes lineaires isomorphes au groupe 

 simple d'ordre 25920. Paris, Ac. Sci. C. E., 128, 1899, 

 873-875. 



- Sur une generalisation du th^oreme de FEKMAT. 

 [1899.] Paris, Ac. Sci. C. B., 128, 1899, 1083-1085; 

 Ann. Math., 1, 1900, 31-36. 



- The first hypoabelian group generalized. Quart. Jl. 

 Math., 30, 1899, 1-16, 384. 



- Concerning the four known simple linear groups of 

 order 25920, with an introduction to the hyperabelian 

 linear groups. [1899.] London Math. Soc. Proc., 31, 

 1900, 30-68, 489-490. 



- Report on the recent progress in the theory of linear 

 groups. [1899.] N. Y., Amer. Math. Soc. Bull., 6, 1900, 

 13-27. 



- Proof of the existence of the Galois field of order p r 

 for every integer r and prime number^?. [1899.] N. Y., 

 Amer. Math. Soc. Bull., 6, 1900, 203-204. 



- Certain subgroups of the Betti-Mathieu group. Amer. 

 Jl. Math., 22, 1900, 49-54. 



- Canonical form of a linear homogeneous substitution 

 in a Galois field. Amer. Jl. Math., 22, 1900, 121-137. 



- 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. Amer. Jl. Math., 22, 1900, 



231-252. 

 The abstract group isomorphic with the symmetric 



group on k letters. London Math. Soc. Proc., 31, 1900, 



351-353. 

 Two triply infinite systems of non-isomorphic simple 



groups of equal order. N. Y., Amer. Math. Soc. Bull., 6, 



1900, 268, 276-277. 

 Isomorphism between certain systems of simple linear 



groups. N. Y., Amer. Math. Soc. Bull., 6, 1900, 323-328. 

 Definition of the Abelian, the two hypoabelian, and 



related linear groups as quotient-groups of the groups 



of isomorphisms of certain elementary groups. N. Y., 



Amer. Math. Soc. Trans., 1, 1900, 30-38. 



A new definition of the general Abelian linear group. 



N. Y., Amer. Math. Soc. Trans., 1, 1900, 91-96. 



Determination of an abstract simple group of order 



27.36.5.7 holoedrically isomorphic with a certain ortho- 

 gonal group and with a certain hyperabelian group. 

 N. Y., Amer. Math. Soc. Trans., 1, 1900, 353-370, 509. 



A class of linear groups including the Abelian group. 



Quart. Jl. Math., 31, 1900, 60-66. 



Definition and examples of Galois fields. [1900.] 



N. Y., Amer. Math. Soc. Bull., 7, 1901, 80, 84-85. 



Systems of simple groups derived from the orthogonal 



group. [1897-99.] California Ac. Proc. (Math. Phys.), 

 1, [1903], 29-46, 47-57. 



The quadratic' Cremona transformation. [1898.] 



California Ac. Proc. (Math. Phys.), 1, [1903], 13-23. 



Dickson, W. G. A voyage inland from Canton. Scott. 



Geogr. Mag., 6, 1890, 354-373, 393-407. 

 Dickstein, S[amuel~\. O niektorych wJasnosciach funkcyj 



alef. [Ueber einige Eigenschaften der Functionen aleph.~\ 



Krak6w Ak. (Mat.-Przyrod.) Pam., 12, 1886, (35)-(40); 



Fortschr. Math., 1886, 121. 

 twierdzeniu CBoccHiego. [Ueber den Crocchi'schen 



Satz.] Krakow Ak. (Mat.-Przyrod.) Pam., 12, 1886, 



(41)-(44); Fortschr. Math., 1886, 121. 

 Dow6d dw6ch wzorow WRONSKiego. [Beweis zweier 



Formeln von WBONSKI.] Krak6w Ak. (Mat.-Przyrod.) 



Pam., 12, 1886, (87)-(92) ; Fortschr. Math., 1886, 121. 



Wiasno^ci i niektore zastosowania wronskian6w. 



[Ueber die Eigenschaften und einige Anwendungen der 

 Wronskiane.] Prace Mat.-Fiz., 1, 1888, 5-25; Fortschr. 

 Math., 1888, 151. 



Wiadomo6c o pracach z dziedziny geometryi wielowy- 



miarowej. [Bericht iiber die Arbeiten aus dem Gebiete 

 der polydimensionalen Geometric.] Prace Mat.-Fiz., 1, 

 1888, 129-136; Fortschr. Math., 1888, 656. 



Kilka twierdzen o funkcyjach alef. [Some theorems 



of function aleph.] [1888.] Krakow Ak. (Mat.-Przyrod.) 

 Pam., 16, 1889, 53-59. 



O metodzie teleologicznej HoENE-WBONSKiego roz- 



wiazywania r6wnan algebraicznych. [Sur la nuHhode 

 teleologique de HOENE-WBONSKI pour resoudre les equa- 

 tions alg^briques.] [1888.] Krak6w, Ak. (Mat.-Przyrod.) 

 Rozpr., 19, 1889, 167-192; 20, 1890, 287-291; Cracovie 

 Ac. Sci. Bull., 1889, No. 5, xxix; 1890, 118-119. 



Note bibliographique sur les Etudes historico-mathe'- 



matiques en Pologne. Bibl. Math., 1889, 43-51. 



O "prawie najwyzszem" HoENE-WitoNSKiego w mate- 



matyce. [Sur "la loi supreme "de HOENE-WRONSKI en 

 mathematiques.] Prace Mat.-Fiz., 2, 1890, 145-168; 5, 

 1894, 123-145 ; Fortschr. Math., 1890, 43 ; 1893-94, 394- 

 395. 



Wiadomo6c bibliograficzna o badaniach historyczno- 



matematycznych w Polsce. [Note bibliographique sur 

 les Etudes historico-mathematiques en Pologne.] Prace 

 Mat.-Fiz., 2, 1890, 247-264; 3, 1892, 184-186. 



Sur les decouvertes mathematiques de WBONSKI. Bibl. 



Math., 1892, 48-52, 85-90; 1893, 9-14; 1894, 49-54, 85- 

 87 ; 1896, 5-12. 



