204 



Carlheim-Gyllensköld — Carmichael. 



Stockholm, Acta raath.: D. Fourierkoeffiz. 

 einer stet. Funkt, (ause. Briefe an A. Wiman), 

 8 S. (41, 1918). — Developpements asymptot. d. 

 solut. d'une classe d'equats. different. lineaires, 

 17 S. (43, 22). 



Stockholm, Arklv f. Mat. Astr. Fys.: Le 

 genre du denominateur D(A) de Fredholm, 

 5 S. (13, 1917). — La distribut. d. valeurs sin- 

 gulieres d'une classe d. noyaux infinis, 7 S. 

 (13, 18/19). — L. fronet, inverses d. fönet. 

 entieres d' ordre fini, 7 S. — Some theorems con- 

 cerning the convergence of power-series on 

 the circle of convergence, 13 S. (15, 21). 



IV Carlheim-Gyllensköld, Vilhelm ; 



Prof., Astr., Stockholm, Mitgl. d. Nobel- 

 kommiss. f. Phys. ; * 1859, Okt. 17, Stock- 

 holm. 



Stockholm, Akad. Ilandl.: L'origine d. spec- 

 tres de bandes, 62 S. (42, 1907). — 



Stockholm, Arklv f. Mat. Astr. Fys.: Le po- 

 tentiel magnet. de la terre exprime en fonct. du 

 temps, 5 S. (3, 1906/07). — L. luminescences 

 causees par 1. rayons-canaiix, 44 S. (4, 08). — 

 Üne cause possible de l'influence d. eclipses de 

 soleil sur le magnetisme terrestre, 6 S. — La 

 diffus, d. radiats. dans l'atmosphere du so- 

 leU, 29 S. — Resultats sommaires d'une in- 

 vestigat. du gisem. de fer ä Kiirunavaara en 

 Laponie, 3 S. (10, 14/15). — De l'influence d. 

 minerais de fer dans 1. ecorce terrestre sur 1. 

 perturbat. magnet., 5 S. (11, 16/17). 



Carlson, Fritz D.; Prof., Math., 

 Techn. Hochschule, Stockholm, früher 

 Doz., Math., Univ., Upsala. 



Oöttin)?en, Ges. d. Wlss. Nachr.: Neuer Be- 

 weis & Verallgemeinergn. d. FabryschenLücken- 

 satzes (m. E. Landau), 5 S. (1921). 



Mathem. Ann.: Potenzreihen m. endlich 

 vielen verschied. Koeffiz., 9 S. (79, 1918/19). 



Mathem. Zoltschr.: Satz üb. Kegelschnitte 

 m. einigen Anwendgn. auf d. Perspektive Affi- 

 nität, 17 S. (8, 1920). — Potenzreihen m. ganz- 

 zahligen Koeffiz., 1.3 S. (9, 21). — Ganzwertige 

 Funkt., 23 S. (11, 21). 



Nyt Tidskr. f. Math.: Remarque sur la trans- 

 format. de scries sommables en series conver- 

 gentes, 7 S. (28, 1918). 



Paris, Acad. C. R.: Propriete d. polynomes 

 d'une variable, 3 S. (169, 1919). — L. zeros 

 d. series de Diriehlet, 3 S. (ITl, 20). — L. series 

 de Diriehlet, 3 S. (172, 21). 



Stockholm, Arkiv f. Mat. Astr. Fys.: Sur une 

 fonct. enticre, 5 S. (10, 1914/15). — Satz v. 

 Pohlke, 14 S. (14, 20). — D. Nullstellen d. 

 Dirichletschen Reihen & d. Riemannschen ^- 

 Funktn., 28 S. (15, 21). — Contributs. ä la 

 theorie d. series de Diriehlet, 19 S. (10, 22). 



Upsala (Imprimerie Appelberg): Une classe 

 de series de Taylor, 76 S. (1914). 



Upsala, lieg. Soc. Nova Acta: L. series de 

 coefficients binomiaux, 61 S. (4, 1914/16). 



Carmichael, Robert Daniel, Dr.; 

 Prof., Math., Univ., Bloomington, 

 Indiana, U.S.A. 



Theory of numbers, London 1914. — Diophant. 

 analysis., 118 S., New York 13. — Theory 

 of relativity, 2. Aufl., ebda 20. 



Amcr. Joiirn. of Math.: A table of the va- 

 lues of m corresponding to given values of (w), 

 7 S. (30, 1908). — The general theory of linear 

 g-difference equat., 22 S. (34, 12). — Linear 



mixed equat. & their analytie soluts., 32 S. 

 (35, 13). — On non-homogeneous equats. 

 with an infinite number of variables, 8 S. — 

 On series of iterated linear fraet. functs., 22 S. 

 (36, 14). — The soluts. ol linear homogen, dif- 

 ference equats., 36 S. (38, 16). - On the asymp- 

 totic charaeter of funct. defined by series of 

 the form ^c. .g {x + n), 19 S. (39, 17). — On 

 the representat. of functs. in series of the form 

 ^ Cn.g (x -{- n), 14 S. (40, 18). — Convergence 

 of eertain classes of series of functs., 13 S. (42, 

 20). — Boundary value & expans. problenis: 

 algebraic basis of the theory, 33 S. (43, 21). ■ — 

 Boundary value & expans. problems; formu- 

 lat. of various transcendental probl., 39 S. 

 (43, 21). 



Amer. Math. Monthly: On a eertain class 

 of curves given by transcendental equats., 

 6 S. (13, 1906). — A eertain class of quartic 

 curves, 4 S. (15, 08). — On r-fold symmetry 

 of plane algebr. curves, 9 S. (17, 10). — A 

 generalizat. of Cauehy's funetional equats., 

 6 S. (18, 11). — On composite numbers P which 

 satisf y the Fermat congruence a» ■" ^ = 1 

 (mod P), 6 S. (19, 12). -On the impossibility of 

 eertain diophant. equats. & Systems of equats., 

 9 S. (20, 13). 



Amer. Math. See. Bull.: Euler's *-funct., 

 3 S. — A table of multiply perfect numbers, 4 S. 

 (13, 1907). — Certain inverse problems in the 

 Simplex theory of numbers, 4 S. — A certain 

 equat. involving the funct. E (x), 3 S. (14, 08). — 

 Even multiply perfect numbers of five diffe- 

 rent prime faetors, 2 S. — The simplex theory 

 of numbers, 7 S. (15, 09). — A new number 

 theory funct., 7 S. (16, 10). — Note on Fermat's 

 last theorem, 3 S. — An extension of a theorem 

 of Painleve, 3 S. (19, 13). — Some theorems on 

 the convergence of series, 9 S. (20, 14). — The 

 roots of algebr. equats. (m. T. E. Mason), 9 S. 

 (21, 14/15). — The representat. of numbers 

 in the form x« + t/» + z^ — 3xyz, 6 S. (22, 

 15/16). — Examples of a remarkable class of 

 series, 18 S. (23, 16/17). — Elementary ine- 

 qualities for the roots of on algebr. equat., 

 11 S. (24, 17/18). — General aspects of the 

 theory of summable series, 35 S. (25, 18/19). — 

 On converg. tests for series & on Stieltjes in- 

 tegrat. by parts, 6 S. — On a physieal inter- 

 pretat. of Stieltjes Integrals, 4 S. (26, 19/20). — 

 Euler's »-funct., 2 S. — Algebr. guides to 

 transcendental problems, 30 S. (28, 22). 



Amer. Math. Soc. Trans.: Linear difference 

 equats. & their analytie soluts., 36 S. (12, 1911). 



— A general class of series of the form y d g 

 (x -(- Ji), 26 S. (17, 16). — A general class of 



00 



Integrals of the form J ^ (t)g{T + t)di, 10 S. 



o 

 (20, 19). 



Amer. Phys. Soc. Rev.: The theory of re- 

 lativity: analysis of the postulates, 24 S. 

 (35, 1912). — The theory of relativity: mass, 

 foree & energy, 18 S. - The theory of relativity: 

 phUosophical aspects, 19 S. (1, 1913). 



Ann. of Math. Harvard Coli.: On multiply 

 perfect numbers, 2 S. (7, 1905/06). — Multi- 

 ply perfect numbers of three different primes, 

 8 S. — Multiply perfect numbers of four dif- 

 ferent primes, 10 S. (8, 06/07). — The classi- 

 fieat. of plane algebr. curves possessing four- 

 fold symmetry with respect to a point, 4 S. — 

 Another proof of a theorem in multiply per- 

 fect numbers, 1 S. (9, 07/08). — The geometric 

 properties of quartic curves possessing f ourfold 



