Similarities between Foreign relations of Vietnam and International Mathematical Olympiad
Foreign relations of Vietnam and International Mathematical Olympiad have 14 things in common (in Unionpedia): Beijing, Bucharest, Bulgaria, China, East Germany, Germany, Hanoi, Romania, Sofia, South Korea, Soviet Union, Taipei, Thailand, West Germany.
Beijing
Beijing, formerly romanized as Peking, is the capital of the People's Republic of China, the world's second most populous city proper, and most populous capital city.
Beijing and Foreign relations of Vietnam · Beijing and International Mathematical Olympiad ·
Bucharest
Bucharest (București) is the capital and largest city of Romania, as well as its cultural, industrial, and financial centre.
Bucharest and Foreign relations of Vietnam · Bucharest and International Mathematical Olympiad ·
Bulgaria
Bulgaria (България, tr.), officially the Republic of Bulgaria (Република България, tr.), is a country in southeastern Europe.
Bulgaria and Foreign relations of Vietnam · Bulgaria and International Mathematical Olympiad ·
China
China, officially the People's Republic of China (PRC), is a unitary one-party sovereign state in East Asia and the world's most populous country, with a population of around /1e9 round 3 billion.
China and Foreign relations of Vietnam · China and International Mathematical Olympiad ·
East Germany
East Germany, officially the German Democratic Republic (GDR; Deutsche Demokratische Republik, DDR), existed from 1949 to 1990 and covers the period when the eastern portion of Germany existed as a state that was part of the Eastern Bloc during the Cold War period.
East Germany and Foreign relations of Vietnam · East Germany and International Mathematical Olympiad ·
Germany
Germany (Deutschland), officially the Federal Republic of Germany (Bundesrepublik Deutschland), is a sovereign state in central-western Europe.
Foreign relations of Vietnam and Germany · Germany and International Mathematical Olympiad ·
Hanoi
Hanoi (or; Hà Nội)) is the capital of Vietnam and the country's second largest city by population. The population in 2015 was estimated at 7.7 million people. The city lies on the right bank of the Red River. Hanoi is north of Ho Chi Minh City and west of Hai Phong city. From 1010 until 1802, it was the most important political centre of Vietnam. It was eclipsed by Huế, the imperial capital of Vietnam during the Nguyễn Dynasty (1802–1945). In 1873 Hanoi was conquered by the French. From 1883 to 1945, the city was the administrative center of the colony of French Indochina. The French built a modern administrative city south of Old Hanoi, creating broad, perpendicular tree-lined avenues of opera, churches, public buildings, and luxury villas, but they also destroyed large parts of the city, shedding or reducing the size of lakes and canals, while also clearing out various imperial palaces and citadels. From 1940 to 1945 Hanoi, as well as the largest part of French Indochina and Southeast Asia, was occupied by the Japanese. On September 2, 1945, Ho Chi Minh proclaimed the Democratic Republic of Vietnam (North Vietnam). The Vietnamese National Assembly under Ho Chi Minh decided on January 6, 1946, to make Hanoi the capital of the Democratic Republic of Vietnam. From 1954 to 1976, it was the capital of North Vietnam, and it became the capital of a reunified Vietnam in 1976, after the North's victory in the Vietnam War. October 2010 officially marked 1,000 years since the establishment of the city. The Hanoi Ceramic Mosaic Mural is a ceramic mosaic mural created to mark the occasion.
Foreign relations of Vietnam and Hanoi · Hanoi and International Mathematical Olympiad ·
Romania
Romania (România) is a sovereign state located at the crossroads of Central, Eastern, and Southeastern Europe.
Foreign relations of Vietnam and Romania · International Mathematical Olympiad and Romania ·
Sofia
Sofia (Со́фия, tr.) is the capital and largest city of Bulgaria.
Foreign relations of Vietnam and Sofia · International Mathematical Olympiad and Sofia ·
South Korea
South Korea, officially the Republic of Korea (대한민국; Hanja: 大韓民國; Daehan Minguk,; lit. "The Great Country of the Han People"), is a country in East Asia, constituting the southern part of the Korean Peninsula and lying east to the Asian mainland.
Foreign relations of Vietnam and South Korea · International Mathematical Olympiad and South Korea ·
Soviet Union
The Soviet Union, officially the Union of Soviet Socialist Republics (USSR) was a socialist state in Eurasia that existed from 1922 to 1991.
Foreign relations of Vietnam and Soviet Union · International Mathematical Olympiad and Soviet Union ·
Taipei
Taipei, officially known as Taipei City, is the capital and a special municipality of Taiwan (officially known as the Republic of China, "ROC").
Foreign relations of Vietnam and Taipei · International Mathematical Olympiad and Taipei ·
Thailand
Thailand, officially the Kingdom of Thailand and formerly known as Siam, is a unitary state at the center of the Southeast Asian Indochinese peninsula composed of 76 provinces.
Foreign relations of Vietnam and Thailand · International Mathematical Olympiad and Thailand ·
West Germany
West Germany is the common English name for the Federal Republic of Germany (FRG; Bundesrepublik Deutschland, BRD) in the period between its creation on 23 May 1949 and German reunification on 3 October 1990.
Foreign relations of Vietnam and West Germany · International Mathematical Olympiad and West Germany ·
The list above answers the following questions
- What Foreign relations of Vietnam and International Mathematical Olympiad have in common
- What are the similarities between Foreign relations of Vietnam and International Mathematical Olympiad
Foreign relations of Vietnam and International Mathematical Olympiad Comparison
Foreign relations of Vietnam has 203 relations, while International Mathematical Olympiad has 127. As they have in common 14, the Jaccard index is 4.24% = 14 / (203 + 127).
References
This article shows the relationship between Foreign relations of Vietnam and International Mathematical Olympiad. To access each article from which the information was extracted, please visit: