Bernhard Schuch

Dr. Bernhard Schuch serves as a Lecturer in Mathematics Education at the University of Regensburg's Faculty of Mathematics, a position he has held since 2001. Concurrently, he retired in 2019 from his distinguished 38-year career in Bavarian primary and secondary school education where he attained Senior Teacher status. His institutional roles include Regional Coordinator for SINUS mathematics programs in Upper Palatinate (2011-2019) and Government Training Officer for Primary School Mathematics (1992-2009).

His academic credentials feature a Doctorate in Mathematics Education (1989), Second State Examination for Primary/Secondary Teaching (1981), and foundational studies in pedagogy and psychology at the University of Regensburg (1974-1978).

• 1974-1978: Primary/Secondary Teaching Studies with Pedagogy & Psychology
• 1978: First State Examination
• 1981: Second State Examination
• 1986-1990: Academic Councillor at Mathematics Education Chair
• 1989: Doctorate in Mathematics Education

Dr. Schuch's research pioneers practical solutions for primary mathematics instruction, focusing on conceptual development in arithmetic and geometry. His work addresses persistent challenges like fraction comprehension errors, operational geometry teaching, and performance differentiation strategies. He investigates the critical balance between conceptual understanding and computational fluency through classroom field studies, emphasizing how young learners develop number sense and mathematical reasoning.

His publication timeline (1983-1992) reveals evolving expertise from foundational didactics theory to targeted empirical studies on arithmetic errors and geometry instruction. Key thematic threads include cognitive development in number concept formation, practical applications of social support theory in teacher training, and evidence-based frameworks for differentiated mathematics instruction in heterogeneous classrooms.

As an educator, Dr. Schuch mentors admissions theses for teaching candidates and conducts professional development workshops including "Good Tasks in Mathematics Lessons" and "Patterns and Structures" for primary educators. His institutional contributions extend to examination seminars for primary mathematics teachers and SINUS program leadership coordinating mathematics education improvements across Upper Palatinate schools.

He maintains active engagement through continuing education courses for teachers and ongoing supervision of graduate theses, bridging academic research with classroom practice in primary mathematics education.