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Supreme Headquarters Allied Expeditionary Force ( SHAEF; / ˈʃeɪf / SHAYF) was the headquarters of the Commander of Allied forces in northwest Europe, from late 1943 until the end of World War II. US General Dwight D. Eisenhower was the commander in SHAEF throughout its existence.
- James Robb (RAF officer) - Wikipedia
Air Chief Marshal Sir James Milne Robb, GCB, KBE, DSO, DFC,...
- Supreme Headquarters Allied Expeditionary Force - Simple ...
Supreme Headquarters Allied Expeditionary Force (SHAEF; / ˈ...
- James Robb (RAF officer) - Wikipedia
The Allied Expeditionary Air Force ( AEAF ), [1] also known as the Allied Armies’ Expeditionary Air Force ( AAEAF ), was the expeditionary warfare component of the Supreme Headquarters Allied Expeditionary Force (SHAEF) which controlled the tactical air power of the Allied forces during Operation Overlord during World War II in 1944.
Special Allied Airborne Reconnaissance Force. In late February 1945, [1] when the defeat of Germany appeared imminent, the Supreme Headquarters Allied Expeditionary Force (SHAEF) was provided with a mandate for dispatching troops whose mission would be to secure the safety of Allied Prisoners of War and to provide for their early evacuation.
The Psychological Warfare Division of Supreme Headquarters Allied Expeditionary Force ( PWD/SHAEF or SHAEF/PWD) was a joint Anglo-American organization set-up in World War II tasked with conducting (predominantly) white tactical psychological warfare against German troops and recently liberated countries in Northwest Europe, during and after D ...
- November 1942
- Brigadier General Robert A. McClure
It was essential that they cooperate in what Winston Churchill called “much the greatest the thing we have ever attempted.”. The organization formed to direct Overlord was known as Supreme Headquarters Allied Expeditionary Force (SHAEF). All of the commanders in SHAEF reported to Eisenhower.
In mathematics, a sheaf (pl.: sheaves) is a tool for systematically tracking data (such as sets, abelian groups, rings) attached to the open sets of a topological space and defined locally with regard to them.
