In geography, a quadripoint is a point on the Earth that touches four distinct regions. A "four corners" is a type of quadripoint but not every quadripoint can be called a "four corners". (For example, imagine a straight line running east-west, with one single region to the north of the line while to the south, three regions meet at a point on the line. This would be a quadripoint, but it would have at most three corners, not four.)
Similarly, the Gulf of Aqaba in the Red Sea borders four countries, but does not contain a quadripoint of Jordan, Saudi Arabia, Egypt, and Israel.
The Four Corners is the only point in the United States of America where four states meet: Colorado, Utah, New Mexico, and Arizona.
In Canada, the point at may be a true quadripoint, as indicated on some maps but it might just be a close call, as indicated by other maps Four Corners (Canada)). The political units involved are two provinces, Saskatchewan and Manitoba (soutwest and southeast of the point, respectively) and two territories, Northwest Territories and Nunavut (northwest and northeast of the point, respectively). Before the creation of Nunavut in 1999, this was a tripoint. In the legal definition of Nunavut [http://canlii.org/ca/sta/n-28.6/part252511.html" target="_blank" >*, it appears that the Parliament of Canada did intend to create a true quadripoint. However, it is questionable whether the boundary of Saskatchewan and Manitoba falls precisely on the meridian of 102°W under the WGS84 geodetic system.
The three German states Bavaria, Saxony, and Thuringia, do not form a quadripoint with the Czech Republic; nevertheless it is frequently commented on.
On the border of Sweden and Norway, at , there appears to be a binational secondary quadripoint where two Counties of Norway, Nord-Trøndelag and Nordland, meet two Counties of Sweden, Västerbotten County and Jämtland County. *
At , there appears to be a trinational secondary quadripoint: to the northwest is Russia (specifically the Russian exclave Kaliningrad Oblast); to the northeast Lithuania; and to the southwest and southeast two Voivodships (provinces) of Poland: Warmian-Masurian Voivodship and Podlasie Voivodship. *
At or around , there appears to be another trinational secondary quadripoint: to the north is Saudi Arabia, to the southeast is Oman, and to the southwest two Governorates of Yemen: Hadhramaut Governorate to the westsouthwest and Al Mahrah Governorate to the southsouthwest.
By analogy, one could speak of tertiary quadripoints ("quadritertiary points") where, for example, four different towns meet at one point. However, these are not considered particularly interesting.
Moreover one finds a quadripoint in Austria. The town of Jungholz lies totally within Germany except that it borders Austria at one single point.
Cooch Behar in India is linked with Bangladesh at one point.
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"Quadripoint".
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