Belgium, Egypt, Iran, and New Zealand will compete in Group G of the 2026 FIFA World Cup [4].

This group represents a diverse geographical mix of footballing styles and ambitions. As the tournament expands its footprint, the composition of Group G serves as a litmus test for how newly qualified nations and established powers will interact under the updated format.

The 2026 tournament marks a significant shift in the competition's scale. A total of 48 nations are participating in the event [2], which is organized into 12 distinct groups [3]. This expansion increases the total number of matches to 104 [1].

Matches for Group G will be staged across various venues in the U.S., Canada, and Mexico [1, 2]. Al Jazeera presenter Tom Sizeland said the group's composition and the specific qualification paths available to the four teams are key. The breakdown focuses on team strengths and the fixtures that will determine which nations advance to the knockout stages.

Belgium enters the group as a historically strong contender, while Egypt and Iran bring significant regional dominance from Africa and Asia. New Zealand represents the Oceania region, facing a steep climb against teams with higher global rankings. The competition in Group G will be decided by a series of round-robin fixtures designed to filter the top performers into the next phase of the tournament.

Because the tournament is jointly hosted by three North American countries, the teams will face varying climates and travel distances between match cities. This logistical challenge adds another layer of complexity to the group's competitive outlook as teams vie for a spot in the knockout rounds.

Belgium, Egypt, Iran, and New Zealand will compete in Group G

The inclusion of 48 teams and 12 groups fundamentally changes the strategic approach to the group stage. With more matches and a larger field, the margin for error decreases for top-seeded teams like Belgium, while providing a larger global platform for nations like New Zealand to challenge traditional footballing hierarchies.