Euwe

Machgielis "Max" Euwe (1901-1981) was the fifth World Champion, a mathematician, teacher, author, and FIDE president. He won the title by defeating Alexander Alekhine in 1935 and lost the 1937 rematch. His career demonstrates different ways to contribute to chess: competing at the highest level, explaining ideas, and organising international competition.

A champion with another profession

Euwe was born in Amsterdam and earned a doctorate in mathematics. He maintained a teaching career while competing and developing his chess knowledge. Calling him an amateur describes his professional relationship with the game; it does not mean he prepared casually or played at an occasional club player's strength.

He won Dutch championships and the 1928 World Amateur Championship. Tournament and match results brought him closer to challenging Alekhine. Under the contemporary system, making that match happen also required agreement on conditions, venues, and financial support.

The 1935 victory

Euwe won 15.5-14.5 after thirty games. He recovered from a difficult start and finished ahead of a champion who had been the favourite. His success should be explained through resilience and the quality of his play rather than reduced to anecdotes about his opponent.

Game 26, known as the Pearl of Zandvoort, illustrates his calculation and dynamic understanding. Euwe accepted material imbalances to obtain dangerous passed pawns. The example shows that a player associated with logical reasoning could also create extremely complicated positions: calculation tests a strategic idea rather than merely simplifying it.

Alekhine won the 1937 rematch 17.5-12.5. Euwe remained a prominent player and participated in the 1948 championship tournament and the 1953 Candidates. His subsequent activity prevents treating the loss of the crown as the end of his involvement with elite chess.

Evaluation and planning

His manuals explain the transition from describing a position to selecting a plan. Counting material is a start, but king safety, open files, weak pawns, and inactive pieces also matter. A useful plan responds to that combination and to what the opponent threatens to do.

Improving a piece, for example, does not always mean moving it closer to the enemy king. It may mean blockading a passed pawn or defending a square so another piece can become active. Clear teaching explains that function and then gives the variations supporting it. This relationship between judgment and calculation underlies his work's educational value.

President and educator

Euwe served as FIDE president from 1970 to 1978, a period including the 1972 Fischer-Spassky match and substantial tensions in international organisation. His work expanded the institutional contribution of someone already established as a champion and prolific writer.

His legacy can be studied by reading a strategic explanation and testing it against a complete game. The central question is whether the plan solves the position's concrete problems and how it changes when the opponent finds a resource. This habit connects his contributions as player and teacher: understanding a good move involves knowing the work it performs, not merely recognising its notation.