Rendiconti /

v.1 1782; v.2 1784; t. 2, pt. 2 (1784); v.3 1786; v.4 1788; v.5 1790; v.6 1792; t. 6, pt. 1-2 (1792); v.7 1794; t. 7, pt. 1-2 (1794); v.8 pt.1 1799; t. 8, pt. 1 (1799); v.8 pt.2 1799; t. 8, pt. 2 (1799); v.9 1802; t. 9, pt. 1-2 (1802); v.10 pt.1; t. 10, pt. 1 (1803); v.10 pt.2; t. 10, pt. 2 (1803); v.11; v.12 pt.1; t. 12, pt. 1-2 (1805); v.12 pt.2; v.13 pt.1; t. 13, pt. 1-2 (1807); v.13 pt.2; v.14 pt.1; t. 14, pt. 1 (1809); v.14 pt.2; v.15 pt.1; t. 15, pt. 1-2 (1811); v.15 pt.2; v.16 pt.1; t. 16, pt. 1-2 (1813); v.16 pt.2; v.17 pt.1; v.18 pt.1-2 1815 matematica; v.18 pt.2 fisica; v.18 pt.2 1820; v.19 1821; v.19 pt.1; t. 19, pt. 1 (1821); v.19 pt.2; t. 19, pt. 2; v.19 pt.3; v.19 pt.4; t. 20 (1829); v.20 pt.1; v.20 pt.2; v.20 pt.3; v.20 pt.4; v.21 pt.1; t. 21, pt. 1 (1836); v.21 pt.2; t. 21, pt. 2 (1837); v.22 pt.1; t. 22, pt. 1 (1839); v.22 pt.2; t. 22, pt. 2 (1841); v.23 pt.1; t. 23, pt. 1 (1846); v.23 pt.2; v.24 pt.1; t. 24, pt. 1 (1848); v.24 pt.2; v.25 pt.1; v.25 pt.2; ser.2 v.1; Ser. 2, t. 1 (1862); ser.2 v.2; Ser. 2, t. 2 (1866); Ser. 3, t. 1 (1867-1868); ser.3 v.1 pt.1; ser.3 v.1 pt.2; ser.3 v.2; Ser. 3, t. 2 (1869-1876); ser.3 v.3; Ser. 3, t. 3 (1879); ser.3 v.4; Ser. 3, t. 4 (1882); ser.3 v.5; Ser. 3, t. 5-6 (1882-1887); ser.3 v.6; ser.3 v.7; Ser. 3, t. 7 (1890); ser.3 v.8; Ser. 3, t. 8 (1892); ser.3 v.9; Ser. 3, t. 9 (1893); ser.3 v.10; Ser. 3, t. 10 (1896); ser.3 v.11; Ser. 3, t. 11-12 (1898-1902); ser.3 v.12; ser.3 v.13; ser.3 v.14; ser.3 v.15; ser.3 v.16; Ser. 3, v.16-17 (1910-1912); ser.3 v.16-17 1910-12; ser.3 v.17; ser.3 v.18; Ser. 3, t. 18 (1913); ser.3 v.18-19 1913-16; ser.3 v.19; Ser. 3, v.19 (1916); ser.3 v.20; Ser. 3, v.20 (1917); ser.3 v.20-21 1917-20; ser.3 v.21; Ser. 3, v.21 (1920); ser.5 v.1-3 1975-78