Langbahn Team – Weltmeisterschaft

1635

Millennium: 2nd millennium
Centuries:
Decades:
Years:
September 12: The Treaty of Stuhmsdorf is signed between Sweden and the Polish–Lithuanian Commonwealth.
1635 in various calendars
Gregorian calendar1635
MDCXXXV
Ab urbe condita2388
Armenian calendar1084
ԹՎ ՌՁԴ
Assyrian calendar6385
Balinese saka calendar1556–1557
Bengali calendar1042
Berber calendar2585
English Regnal year10 Cha. 1 – 11 Cha. 1
Buddhist calendar2179
Burmese calendar997
Byzantine calendar7143–7144
Chinese calendar甲戌年 (Wood Dog)
4332 or 4125
    — to —
乙亥年 (Wood Pig)
4333 or 4126
Coptic calendar1351–1352
Discordian calendar2801
Ethiopian calendar1627–1628
Hebrew calendar5395–5396
Hindu calendars
 - Vikram Samvat1691–1692
 - Shaka Samvat1556–1557
 - Kali Yuga4735–4736
Holocene calendar11635
Igbo calendar635–636
Iranian calendar1013–1014
Islamic calendar1044–1045
Japanese calendarKan'ei 12
(寛永12年)
Javanese calendar1556–1557
Julian calendarGregorian minus 10 days
Korean calendar3968
Minguo calendar277 before ROC
民前277年
Nanakshahi calendar167
Thai solar calendar2177–2178
Tibetan calendar阳木狗年
(male Wood-Dog)
1761 or 1380 or 608
    — to —
阴木猪年
(female Wood-Pig)
1762 or 1381 or 609

1635 (MDCXXXV) was a common year starting on Monday of the Gregorian calendar and a common year starting on Thursday of the Julian calendar, the 1635th year of the Common Era (CE) and Anno Domini (AD) designations, the 635th year of the 2nd millennium, the 35th year of the 17th century, and the 6th year of the 1630s decade. As of the start of 1635, the Gregorian calendar was 10 days ahead of the Julian calendar, which remained in localized use until 1923.

Events

November 22: The Dutch pacification campaign on Formosa (now Taiwan) begins.


January–March

April–June

July–September

October–December

Date unknown

  • Guadeloupe and Martinique are colonized by France.
  • Dominica is claimed by France.
  • The Ottomans are expelled from Yemen.
  • In Edo period Japan, the Sakoku Edict of 1635 enforces isolationism. Japanese are forbidden to travel abroad and unauthorised Europeans forbidden to enter under penalty of death. Christianity (Catholicism) is absolutely prohibited. Foreign merchants – Chinese and those of the Dutch East India Company – are restricted to enclaves in Nagasaki and access by the Portuguese is completely forbidden: an imperial memorandum decrees, "Hereafter entry by the Portuguese galeota is forbidden. If they insist on coming, the ships must be destroyed and anyone aboard those ships must be beheaded."
  • In the Mughal Empire, Shah Jahan's Pearl Mosque at Lahore Fort is completed.
  • Nagyszombat University (predecessor of Budapest University) is established.
  • Willem and Joan Blaeu publish the first edition of their Atlas Novus, in Amsterdam.

Births

Sulaiman Shikoh
Frans van Mieris the Elder
Francis Willughby

January–March

April–June

July–September

October–December

Date unknown

Deaths

Lope de Vega
Samuel de Champlain

References

  1. ^ Hmannan Yazawin, Volume 3 (Ministry of Information, Myanmar, 2003) p. 223
  2. ^ "Les grandes dates". Académie française. Retrieved February 4, 2011.
  3. ^ Fergus Nicoll, Shah Jahan (Penguin Books, 2009)
  4. ^ "History of Boston Latin School", bls.org and archive.org
  5. ^ Setton, Kenneth (1991). Venice, Austria, and the Turks in the seventeenth century. Philadelphia: American Philosophical Society. p. 66. ISBN 9780871691927.
  6. ^ Stone, Daniel (2001). The Polish-Lithuanian state, 1386-1795. Seattle: University of Washington Press. p. 154. ISBN 9780295980935.
  7. ^ Jardine, Lisa (2003). The Curious Life of Robert Hooke: The Man who Measured London (1st ed.). New York: Harper Collins Publishers. p. 23. ISBN 978-0-00-714944-5.
  8. ^ Fraser, Antonia (2006). Love and Louis XIV. London: Weidenfeld & Nicolson. p. 149. ISBN 0-297-82997-1.
  9. ^ Hochman, Stanley (1984). McGraw-Hill Encyclopedia of World Drama: An International Reference Work in 5 Volumes. McGraw-Hill. p. 87.
  10. ^ Smith, David Eugene (1923). History of Mathematics ...: General survey of the history of elementary mathematics. Ginn. p. 340.