Zvi Arad — Israeli mathematician and long-serving president of Netanya Academic College

Academic work and research areas

Arad's research concentrated on algebraic structures that connect group theory, character theory and algebraic combinatorics. In particular he became associated with the study of table algebras (algebraic systems related to association schemes and the representation theory of finite groups). His publications include a monograph issued in the American Mathematical Society's Memoirs series in 2000 and a subsequent international volume on table algebras published in 2002.

Career and leadership

From 1994 until his death in 2018 Arad served as President of Netanya Academic College. In that role he guided academic programs, fostered research activities, and participated in building collaborative links between the college and other institutions. His leadership combined administrative responsibilities with continued scholarly activity and mentoring of younger mathematicians.

Publications and influence

Beyond the two noted monographs, Arad authored and coauthored numerous articles and contributed to the development of techniques used in the analysis of algebraic and combinatorial objects. His writings helped clarify connections between abstract algebraic concepts and concrete examples arising from symmetry and group actions. Colleagues and students remember him for both his research contributions and his role as an educator.

Significance and legacy

• He helped raise the profile of his institution by combining scholarship with institutional development.
• His work on table algebras remains relevant to researchers studying representation theory and algebraic combinatorics.
• Arad's career illustrates the dual role many mathematicians play as researchers and academic leaders.

Overall, Zvi Arad is remembered as a productive mathematician and a persistent advocate for higher education in Israel. His publications continue to be referenced by specialists interested in the algebraic structures that bridge group theory and combinatorics.