This section of the article provides a list of contributions and publications from various mathematicians in the *Mathematische Annalen* journal, spanning from 1892 to 1893. The contributions cover a wide range of mathematical topics, including: - **Differential Equations and Functions**: Articles by Landsberg, Pochhammer, Schlesinger, Schwering, Thomae, Fricke, Gordan, Horn, Klein, Markoff, Muth, Noether, Pasch, Schönflies, Segre, Stahl, Study, Wirtinger, Zeuthen, Baur, Burkhardt, Busche, Doehlemann, Franklin, and Hamburger focus on differential equations, function theory, and specific mathematical functions. - **Group Theory and Algebra**: Contributions by Anissimoff, Bäcklund, Bianchi, Bocher, Hölder, and Segre delve into group theory, algebraic structures, and their applications. - **Elliptic Functions and Algebraic Curves**: Articles by Böcher, Fricke, Gordan, and Zeuthen explore elliptic functions, algebraic curves, and their transformations. - **Geometric and Analytical Mathematics**: Contributions by Klein, Kober, Muth, Pasch, Schönflies, and Segre cover geometric concepts, real representations, and hyperelliptic functions. - **Special Functions and Series**: Articles by Parelo, Pochhammer, and Thomae discuss special functions and series, including Abel's functions and hypergeometric series. These contributions collectively advance the fields of mathematics, particularly in areas such as differential equations, function theory, group theory, and algebraic geometry.This section of the article provides a list of contributions and publications from various mathematicians in the *Mathematische Annalen* journal, spanning from 1892 to 1893. The contributions cover a wide range of mathematical topics, including: - **Differential Equations and Functions**: Articles by Landsberg, Pochhammer, Schlesinger, Schwering, Thomae, Fricke, Gordan, Horn, Klein, Markoff, Muth, Noether, Pasch, Schönflies, Segre, Stahl, Study, Wirtinger, Zeuthen, Baur, Burkhardt, Busche, Doehlemann, Franklin, and Hamburger focus on differential equations, function theory, and specific mathematical functions. - **Group Theory and Algebra**: Contributions by Anissimoff, Bäcklund, Bianchi, Bocher, Hölder, and Segre delve into group theory, algebraic structures, and their applications. - **Elliptic Functions and Algebraic Curves**: Articles by Böcher, Fricke, Gordan, and Zeuthen explore elliptic functions, algebraic curves, and their transformations. - **Geometric and Analytical Mathematics**: Contributions by Klein, Kober, Muth, Pasch, Schönflies, and Segre cover geometric concepts, real representations, and hyperelliptic functions. - **Special Functions and Series**: Articles by Parelo, Pochhammer, and Thomae discuss special functions and series, including Abel's functions and hypergeometric series. These contributions collectively advance the fields of mathematics, particularly in areas such as differential equations, function theory, group theory, and algebraic geometry.