Krey, H. Some numbers for conical surfaces. (Einige Anzahlen für Kegelflächen.) (German) JFM 16.0605.02 Acta Math. V, 83-96 (1884). Reviewer: Schubert, Prof. (Hamburg) × Cite Format Result Cite Review PDF Full Text: DOI
Zeuthen, H. G. On the complete pentahedrons inscribed in a cubic surface. Extract from letter to M. C. le Paige. (Sur les pentaèdres complets inscrits à une surface cubique. Extrait d’une lettre à M. C. le Paige.) (French) JFM 16.0592.01 Acta Math. V, 203-204 (1884). Reviewer: Reinhardt, Dr. (Meissen) × Cite Format Result Cite Review PDF Full Text: DOI
le Paige, C. New research on surfaces of the third order. (Nouvelles recherches sur les surfaces du troisième ordre.) (French) JFM 16.0585.01 Acta Math. V, 195-202 (1884). Reviewer: August, Prof. (Berlin) × Cite Format Result Cite Review PDF Full Text: DOI
Fiedler, W. On the penetration of hyperboloids of rotations with parallel axes. (Ueber die Durchdringung gleichseitiger Rotationshyperboloide von parallelen Axen.) (German) JFM 16.0521.01 Acta Math. V, 331-408 (1884). Reviewer: Hauck, Prof. (Berlin) × Cite Format Result Cite Review PDF Full Text: DOI
Hermite, Ch. On some arithmetical consequences of the formulae of the theory of elliptic functions. Extract from the Bulletin de l’Ac. des Sc. de St. Pétersb. XXIX. (Sur quelques conséquences arithmétiques des formules de la théorie des fonctions elliptiques. Extrait du Bulletin de l’Ac. des Sc. de St. Pétersb. XXIX.) (French) JFM 16.0423.02 Acta Math. V, 297-330 (1884). Reviewer: Müller, F., Prof. (Berlin) MSC: 33E05 11F99 × Cite Format Result Cite Review PDF Full Text: DOI
Schröter, H. Contributions to the theory of elliptic functions. (Beiträge zur Theorie der elliptischen Functionen.) (German) JFM 16.0409.01 Acta Math. 5, 205-208 (1884). Reviewer: Müller, F., Prof. (Berlin) MSC: 33E05 × Cite Format Result Cite Review PDF Full Text: DOI
Picard, E. On indefinite ternary quadratic forms with conjugate indeterminates and on the corresponding hyperfuchsian functions. (Sur les formes quadratiques ternaires indéfinies à indéterminées conjuguées et sur les fonctions hyperfuchsiennes correspondantes.) (French) JFM 16.0385.01 Acta Math. 5, 121-182 (1884). Reviewer: Dyck, Prof. (München) MSC: 11F55 20H10 32N05 × Cite Format Result Cite Review PDF Full Text: DOI
Scheeffer, L. On the theory of functions of a real variable. (Zur Theorie der Functionen einer reellen Veränderlichen.) (German) JFM 16.0340.01 Acta Math. V, 183-194, 279-296 (1884). Reviewer: Stolz, Prof. (Innsbruck) MSC: 26A24 × Cite Format Result Cite Review PDF Full Text: DOI
Scheeffer, L. General investigations on the rectification of curves. (Allgemeine Untersuchungen über Rectification der Curven.) (German) JFM 16.0338.01 Acta Math. V, 49-82 (1884). Reviewer: Stolz, Prof. (Innsbruck) MSC: 26A45 × Cite Format Result Cite Review PDF Full Text: DOI
Phragmén, E. Proof of a theorem in the theory of sets of manifolds. (Beweis eines Satzes aus der Mannigfaltigkeitslehre.) (German) JFM 16.0333.03 Acta math. 5, 47-48 (1884). Reviewer: Stolz, Prof. (Innsbruck) MSC: 57N15 × Cite Format Result Cite Review PDF Full Text: DOI
Poincaré, H. Memoir on zetafuchsian functions. (Mémoire sur les fonctions zétafuchsiennes.) (French) JFM 16.0252.02 Acta Math. 5, 209-278 (1884). Reviewer: Dyck, Prof. (München) MSC: 34A30 × Cite Format Result Cite Review PDF Full Text: DOI
Goursat, E. On a class of double integrals. (Sur une classe d’intégrales doubles.) (French) JFM 16.0240.01 Acta Math. 5, 97-190 (1884). Reviewer: Hoppe, Prof. (Berlin) MSC: 30E20 × Cite Format Result Cite Review PDF Full Text: DOI
Malmsten, C. J. On the formula \[ hu_x'= \varDelta u_x- \tfrac {h} {2}\varDelta u_x'+ \frac {B_1h^2} {1.2}\varDelta u_x''- \frac {B_2h^4} {1.2.3.4}\,\varDelta u_x^{\text{IV}} + \text{etc.} \]. (Sur la formule \[ hu_x'= \varDelta u_x- \tfrac {h} {2}\varDelta u_x'+ \frac {B_1h^2} {1.2}\varDelta u_x''- \frac {B_2h^4} {1.2.3.4}\,\varDelta u_x^{\text{IV}} + \text{etc.} \].) (French) JFM 16.0203.04 Acta Math. V, 1-46 (1884). Reviewer: Hoppe, Prof. (Berlin) × Cite Format Result Cite Review PDF Full Text: DOI