This is a list of calendars . Included are historical calendars as well as proposed ones. Historical calendars are often grouped into larger categories by cultural sphere or historical period; thus O'Neil (1976) distinguishes the groupings Egyptian calendars (Ancient Egypt), Babylonian calendars (Ancient Mesopotamia), Indian calendars (Hindu and Buddhist traditions of the Indian subcontinent), Chinese calendars and Mesoamerican calendars. These are not specific calendars but series of historical calendars undergoing reforms or regional diversification.
In Classical Antiquity, the Hellenic calendars inspired the Roman calendar, including the solar Julian calendar introduced in 45 BC. Many modern calendar proposals, including the Gregorian calendar introduced in 1582 AD, contains modifications from that of the Julian calendar.
In the list below, specific calendars are given, listed by calendar type (solar, lunisolar or lunar), time of introduction (if known), and the context of use and cultural or historical grouping (if applicable). Where appropriate, the regional or historical group (Jewish calendar, Hijri calendar, Sikh, Mayan, Aztecan, Egyptian, Mesopotamian, Iranian, Hindu, Buddhist, Pre-Columbian Mesoamerican, Hellenic, Julian or Gregorian-derived) is noted.
Calendars fall into four types: lunisolar, solar, lunar and seasonal. Most pre-modern calendars are lunisolar. The seasonal calendars rely on changes in the environment (e.g., "wet season", "dry season") rather than lunar or solar observations. The Islamic and some Buddhist calendars are lunar, while most modern calendars are solar, based on either the Julian or the Gregorian calendars.
Some calendars listed are identical to the Gregorian calendar except for substituting regional month names or using a different calendar epoch. For example, the Thai solar calendar (introduced 1888) is the Gregorian calendar using a different epoch (543 BC) and different names for the Gregorian months (Thai names based on the signs of the zodiac).
Name | Type | Group | Introduction | Usage | Comments |
---|---|---|---|---|---|
Hebrew/Jewish Calendar | lunisolar | Canaan/Mesopotamian | Circa 3761 BC | Western World | It is based on lunar months with the intercalation of an additional month every 2 to 3 years to bring the cycle closer to the solar cycle. It is used to determine the dates for Jewish holidays and the appropriate public reading of Torah portions, yahrzeits (dates that commemorate the death of a relative), daily Psalm readings, and many other holidays, festivals and ceremonial uses. |
Egyptian calendar | fixed (365 days) | Egyptian | Bronze Age | Middle Kingdom | The year is based on the heliacal rising of Sirius (Sothis) and divided into the three seasons of akhet (Inundation), peret (Growth) and shemu (Harvest). The heliacal rising of Sothis returned to the same point in the calendar every 1,460 years (a period called the Sothic cycle ). [1] |
Umma calendar | lunisolar | Mesopotamian | Bronze Age | Sumer/Mesopotamia | Recorded in Neo-Sumerian records (21st century BC), presumably based on older (Ur III) sources. |
Pentecontad calendar | solar | Mesopotamian | Bronze Age | Amorites | A Bronze Age calendar in which the year is divided into seven periods of fifty days, with an annual supplement of fifteen or sixteen days for synchronisation with the solar year. |
Four Seasons and Eight Nodes | solar | Chinese | Bronze Age(?) | China | The years is divided into four seasons, and each season is divided into a festival and three months. The start and middle of each season is the key node of the year. |
Gezer Calendar | unknown | Mesopotamian | 1000 BC | Israel/Canaan | The years are divided into monthly or bi-monthly periods and attributes to each a duty such as harvest, planting, or tending specific crops. |
Roman calendar | lunisolar | Roman | 713 BC | Roman Republic | Based on the reforms introduced by Numa Pompilius in c. 713 BC. |
Six Ancient Calendars | lunisolar | Chinese | Iron Age | China | Six classical (Zhou era) calendars: Huangdi, Zhuanxu, Xia, Yin, Zhou's calendar and Lu. |
Nisg̱a'a | seasonal / lunisolar | Indigenous North America | [ citation needed ] | Nisg̱a'a | The Nisga’a calendar revolves around harvesting of foods and goods used. The original year followed the various moons throughout the year. |
Inuit | seasonal | Indigenous North America | [ citation needed ] | Inuit | The Inuit calendar is based on between six and eight seasons as solar and lunar timekeeping methods do not work in the polar regions. |
Haab' | fixed (365 days) | Pre-Columbian (Maya) | 1st millennium BC[ citation needed ] | Maya | |
Tzolk'in | fixed (260 days) | Pre-Columbian (Maya) | 1st millennium BC[ citation needed ] | Maya | |
Xiuhpohualli | fixed (365 days) | Pre-Columbian (Aztec) | [ citation needed ] | Aztecs | |
Tonalpohualli | fixed (260 days) | Pre-Columbian (Aztec) | [ citation needed ] | Aztecs | |
Attic calendar | lunisolar (354/384 days) | Hellenic | 6th century BC | Classical Athens | The year begins with the new moon after the summer solstice. It was introduced by the astronomer Meton in 432 BC. Reconstructed by Academy of Episteme. |
Old Persian calendar | lunisolar(?) | Iranian | 4th century BC(?) | Persian Empire | Based on earlier Babylonian/Mesopotamian models |
Seleucid calendar | lunisolar | Hellenic/Babylonian | 4th century BC | Seleucid Empire | Combination of the Babylonian calendar, ancient Macedonian (Hellenic) month names and the Seleucid era. |
Genesis Calendar | lunisolar | Chinese | Han dynasty | China | Introduced the "month without mid-climate is intercalary" rule; based on a solar year of 365385⁄1539 days and a lunar month of 2943⁄81 days (19 years=235 months=693961⁄81 days). |
Ptolemaic calendar | solar | Egyptian | 238 BC | Ptolemaic Egypt | The Canopic reform of 238 BC introduced the leap year every fourth year later adopted in the Julian calendar. The reform eventually went into effect with the introduction of the "Alexandrian calendar" (or Julian calendar) by Augustus in 26/25 BC, which included a 6th epagomenal day for the first time in 22 BC. |
Julian calendar | solar | Roman | 45 BC | Western World | Revision of the Roman Republican calendar, in use in the Roman Empire and the Christian Middle Ages, and remains in use as liturgical calendar of Eastern Orthodox Churches. |
Kurdish calendar | solar | Kurdish | Kurdistan | Kurdistan Region | is a calendar used in the Kurdistan region of Iraq alongside the Islamic and Gregorian calendar. [2] The First day in this month is called "Newroz" it means "New Day". The start of the calendar is marked by the Battle of Nineveh, a conquest of the Assyrians by the Medes and the Babylonians in 612 BC. [3] [4] [5] [6] |
Coptic calendar | solar | Egyptian | 1st century[ citation needed ] | Coptic Orthodox Church | Based on both the Ptolemaic calendar and the Julian calendar |
Ge'ez calendar | solar | Ethiopian | 1st century[ citation needed ] | Ethiopia, Ethiopian Christians, Eritrea, Eritrean Christians | the calendar associated with Ethiopian and Eritrean Churchs, based on the Coptic calendar |
Berber calendar | solar | Julian | In Roman times | North Africa | Julian calendar used for agricultural work. |
Qumran calendrical texts | fixed (364 days) | — | c. 1st century[ citation needed ] | Second Temple Judaism | Description of a division of the year into 364 days, also mentioned in the pseudepigraphical Book of Enoch (the "Enoch calendar"). |
Coligny calendar | lunisolar | Gauls/Celts | Iron Age | Gauls/Celts | Early calendar used by Celtic peoples prior to the introduction of the Julian calendar, on a bronze plaque c. AD 200 but likely some centuries older. |
Zoroastrian calendar | fixed (365 days) | Iranian | 3rd century | Sassanid Persia | Based on both the Old Persian and Seleucid (Hellenic) calendars. Introduced in AD 226, reformed in AD 272, and again several times in the 5th to 7th centuries. |
Chinese Calendar, Dàmíng origin | lunisolar | Chinese | 510[ citation needed ] | China | Created by Zu Chongzhi, most accurate calendar in the world at its invention[ citation needed ] |
Korean calendar | lunisolar | Chinese-derived | 6th century | Korea | Introduced from China, went through Korea to Japan. [7] |
Japanese calendar | lunisolar | Chinese-derived | 6th century[ citation needed ] | Japan | Umbrella term for calendars historically and currently used in Japan, in the 6th century derived from the Chinese calendar.[ citation needed ] |
Chinese Calendar, Wùyín origin | lunisolar | Chinese | 619 | China | First Chinese calendar to use the true moon motion |
Islamic calendar (Lunar Hijri calendar) | lunar | Muslim | 632 | Islam | Based on the observational lunisolar calendars used in Pre-Islamic Arabia. Remains in use for religious purposes in most of the Islamic world. |
Pyu calendar | lunisolar | Hindu/Buddhist-derived | 640[ dubious – discuss ] | mainland Southeast Asia | Traditional calendar of Southeast Asia, in use until the 19th century. Traditionally said to originate in 640 (the calendar era) in Sri Ksetra Kingdom, one of the Burmese Pyu city-states. |
Byzantine calendar | solar | Julian | 988 | Ecumenical Patriarchate of Constantinople | Julian calendar with Anno Mundi era in use c. 691 to 1728. |
Armenian calendar | fixed (365 days) | Iranian | medieval[ citation needed ] | medieval Armenia | Calendar used in medieval Armenia and as liturgical calendar of the Armenian Apostolic Church. Derived from the Zoroastrian (or related medieval Iranian calendars such as the Sogdian/Choresmian ones [8] ). It uses the era AD 552. In modern Armenian nationalism, an alternative era of 2492 BC is sometimes used. |
Bulgar calendar | solar | Bulgarian | Bronze Age | Volga Bulgaria | A reconstruction based on a short 15th-century transcript in Church Slavonic called Nominalia of the Bulgarian Khans, which contains 10 pairs of calendar terms. |
Florentine calendar | solar | Julian | Medieval | Republic of Florence | Variant of the Julian calendar in use in medieval Florence |
Pisan calendar | solar | Julian | Medieval | Republic of Pisa | Variant of the Julian calendar in use in medieval Pisa |
Tamil calendar | solar | Hindu | Ancient | Tamil Nadu | The Hindu calendar used in Tamil Nadu |
Kollam Era | sidereal solar | Hindu | 825 | Kerala | It is believed that the era was started by the Syrian Christian saints Mar Sabor and Mar Proth who arrived in Kollam in the 9th century CE. This event is recorded in the Kollam Tarisappalli copper plates issued to them. [9] [10] [11] The news of the physical disappearance of Sri Adi Shankaracharya in 820 CE at Kedarnath reached the Malabar coast only a few years later. It is believed that Kerala began the Malayalam era in 825 CE in his memory. [12] [13] [14] According to Hermann Gundert, Kollam era started as part of erecting a new Shiva Temple in Kollam and because of the strictly local and religious background, the other regions did not follow this system at first. Once Kollam port emerged as an important trade center, however, the other principalities also started following the new system of calendar. This theory backs the remarks of Ibn Battuta as well. [9] [15] The Kollam era may also be attributed to the legend of Paraśurāma, an incarnation of Vishnu. It is sometimes divided into cycles of 1,000 years reckoned from 1176 BCE. Thus, 825 CE would have been the first year of the era's third millennium. [16] |
Nepali calendar | solar | Hindu/ Buddhist | Medieval | Nepal | One of the Hindu calendars |
Nepal Sambat | lunisolar | Buddhist/ Hindu | 9th century | Nepal | A lunisolar Buddhist calendar traditional to Nepal, recognition in Nepal in 2008. |
Bengali calendar | lunisolar | Bengali | Medieval | Bengal | Revised in 1987. |
Thai lunar calendar | lunisolar | Hindu/Buddhist | Medieval | Thailand | A Buddhist calendar |
Pawukon calendar | fixed (210 days) | Hindu | [ citation needed ] | Bali | |
Old Icelandic calendar | solar | 10th century | medieval Iceland | Partly inspired by the Julian calendar and partly by older Germanic calendar traditions. Leap week calendar based on a year of 364 days. | |
Vietnamese calendar | lunisolar | Chinese-derived | 10th century | Vietnam | After Vietnam regained independence following the third Chinese domination of Vietnam, the following dynasties established their own calendars based on Chinese prototypes, and every subsequent dynasty had appointed officers to man and create the calendar to be used in the realm. |
Jalali calendar | solar | Iranian | 1079 | Seljuk Sultanate | A calendar reform commissioned by Sultan Jalal al-Din Malik Shah I |
Hebrew calendar | lunisolar | Babylonian/Seleucid-derived | 11th/12th century | Judaism | Recorded by Maimonides in the Mishneh Torah , resulting from various reforms and traditions developing since Late Antiquity. The Anno Mundi era gradually replaced the Seleucid era in Rabbinical literature in the 11th century. |
Tibetan calendar | lunisolar | Buddhist/Chinese-derived | 13th century | Tibet | The Kalacakra, a Buddhist calendar introduced in 13th-century Tibet |
Seasonal Instruction | solar | Chinese | 1281 | China | Based on a solar year of 365.2425 (equal to the Gregorian year) |
Runic calendar | solar | Julian | 13th century | Sweden | A written representation of the Metonic cycle used in medieval and early modern Sweden, allowing to calculate the dates of the full moons relative to the Julian date. The introduction of the Gregorian calendar in Sweden in 1753 rendered the runic calendars unusable. |
Six Imperial Calendars (ß) | solar | Chinese | Ming dynasty | China | In use 1368-1644 |
Incan calendar | lunisolar | Pre-Columbian | 15th century | Inca Empire | |
Muisca calendar | lunisolar | Pre-Columbian | 15th century | Muisca | Complex lunisolar calendar with three different years, composed of months divided into thirty days. After the Spanish conquest of the Muisca Confederation in present-day central Colombia in 1537 first replaced by the European Julian and as of 1582 the Gregorian calendar. |
Chula Sakarat | lunisolar | Burmese | 16th century | Southeast Asia | |
Gregorian calendar | solar | Julian-derived | 1582 | worldwide | Introduced as a reform of the Julian calendar in the Roman Catholic church, since the 20th century in de facto use worldwide. |
Javanese calendar | lunar | Islamic influenced | 1633 | Java | Based on the Hindu calendar using the Saka era (78 CE), but changed by Sultan Agung of Mataram its method of counting of years from solar years to lunar years as per the Islamic calendar. |
Seasonal Constitution | solar | Chinese | 1645 | China | First Chinese Calendar to use the true motion of the sun. |
Swedish calendar | solar | Julian-derived | 1700 | Sweden | Part of the controversy surrounding the adoption of the Gregorian calendar, in use 1700–1712. |
Astronomical year numbering | solar | Julian-derived | 1740 | Astronomy | A mixture of Julian and Gregorian calendar, giving dates before 1582 in the Julian calendar, and dates after 1582 in the Gregorian calendar, counting 1 BC as year zero, and negative year numbers for 2 BC and earlier. |
French Republican Calendar | solar | Gregorian | 1793 | First French Republic | In use in revolutionary France 1793 to 1805. |
Pancronometer | solar | Gregorian | 1745 | — | Universal Georgian Calendar proposed by Hugh Jones |
Rumi calendar | solar | Julian | 1839 | Ottoman Empire | Julian calendar using the Hijri era introduced in the Ottoman Empire. |
Positivist calendar | Solar | Gregorian | 1849 | — | Solar calendar with 13 months of 28 days. |
Badí‘ calendar | solar | Baháʼí | 1873 | Baháʼí | Uses a year of 19 months of 19 days each and a 1844 era. Also known as the "Baháʼí Calendar" or the "Wondrous Calendar". |
Thai solar calendar | solar | Gregorian | 1888 | Thailand | The Gregorian calendar but using the Buddhist Era (543 BC) |
Invariable Calendar | solar | Gregorian | 1900 | — | Gregorian calendar with four 91-day quarters of 13 weeks |
International Fixed Calendar | solar | Gregorian | 1902 | — | A "perpetual calendar" with a year of 13 months of 28 days each. |
Minguo calendar | solar | Gregorian | 1912 | Republic of China | Months and days use the Gregorian calendar, introduced in China in 1912. |
Revised Julian calendar | solar | Julian-derived | 1923 | some Orthodox churches | currently synchronized with the Gregorian calendar, but different leap rule and cycle (900 years), also called Meletian calendar or Milanković calendar, after Serbian scientist Milutin Milanković who developed it. |
Solar Hijri calendar | solar | Iranian/Islamic | 1925 | Iran, Afghanistan | New Year is the day of the astronomical vernal equinox. The calendar as introduced in 1925 revived Iranian month names but counted the years of the Hijri era. The era was changed in 1976 to 559 BC (reign of Cyrus the Great), but was reverted to the Hijri era after the Iranian Revolution. |
Era Fascista | solar | Gregorian | 1926 | Italy | Epoch is 29 October 1922; in use from 1926–1943 |
Soviet calendar | solar | Gregorian | 1929 | Soviet Union | Gregorian calendar with 5- and 6-day weeks, used during 1929 to 1940. |
World Calendar | solar | Gregorian | 1930 | — | Perpetual calendar with 1–2 off-week days, preferred and almost adopted by the United Nations in 1950s |
Pax Calendar | solar | Gregorian | 1930 | — | Leap week calendar |
Pataphysical calendar | solar | Gregorian | 1949 | — | Absurdist variant of the Gregorian calendar by Alfred Jarry. |
Indian national calendar | solar | Gregorian-derived | 1957 | Republic of India | Gregorian calendar with months based in traditional Hindu calendars and numbering years based on the Saka era (AD 78). |
Assyrian calendar | solar | Babylonian | 1950s | Assyrianism | Solar calendar with an "Assyrian era" of 4750 BC, introduced in Assyrian nationalism in the 1950s |
Discordian calendar | solar | Gregorian | 1963 | Discordianism | Calendar invented in the context of the absurdist or parody religion of Discordianism, Gregorian calendar variant with a year consisting of five 73-day seasons. |
World Season Calendar | solar | Gregorian | 1973 | — | Divides the year into four seasons. |
Dreamspell | solar | Mayan | 1990 | esotericism | 13 months of 28 days each, synchronized with the Maya 260-day Tzolkin, calibrated to the Chilam Balam timing systems |
Tranquility Calendar | solar | Gregorian | 1989 | — | Modification of the International Fixed Calendar, starting with Apollo 11 Moon landing on 20 July 1969 [17] |
Holocene calendar | solar | Gregorian | 1993 | — | The Gregorian calendar with the era shifted by 10,000 years. |
Juche era calendar | solar | Gregorian | 1997 | North Korea | Gregorian calendar with the era 1912 (birth of Kim Il-sung) |
Nanakshahi calendar | solar | Sikh | 1789 | Sikhism religion, Punjab | Sikh Calendar numbering years based on the era 1469 (birth of Guru Nanak) |
Symmetry454 | solar | Gregorian | 2004 | — | Leap week calendar with 4:5:4 weeks per month |
Hanke–Henry Permanent Calendar | solar | Gregorian | 2004 | — | Leap week calendar with 30:30:31 days per month, revised in 2011 and 2016 |
Igbo calendar | solar | Indigenous West African | 2009 | Igbo people | Proposal [18] based in Igbo tradition dating back to 13th century, 13 lunar months of 28 days divided into seven 4-day periods, plus leap days. |
Vira Nirvana Samvat | Lunisolar | Hindu | Ancient India | India/Nepal | The Vira Nirvana Samvat (era) is a calendar era beginning on 7 October 527 BCE. It commemorates the Nirvana of Lord Mahaviraswami, the 24th Jain Tirthankara. This is one of the oldest system of chronological reckoning which is still used in India. |
Regional or historical names for lunations or Julian/Gregorian months
Tradition | culture | comments |
---|---|---|
Germanic calendar | Germanic | Medieval records of Germanic names of lunar months later equated with the Julian months. |
Berber calendar | Berber | reconstructed medieval Berber-language names of the Julian months used in pre-Islamic (Roman era) North Africa |
Lithuanian calendar | Lithuania | Lithuanian names for the Gregorian months and days of the week, officially recognized in 1918. |
Rapa Nui calendar | Easter Islands | Thirteen names of lunar months recorded in the 19th century. |
Xhosa calendar | Xhosa people | [ clarification needed ] |
Turkmen | Turkmenistan | Turkmen names officially adopted in 2002 following Ruhnama by president-for-life Saparmurat Niyazov. |
Hellenic calendars | Hellenistic Greece | A great variety of regional month names in Ancient Greece, mostly attested in the 2nd century BC. |
Slavic calendar | Slavic | Local month names in various Slavic countries, based on weather patterns and conditions, and agricultural activities that take place in each respective month. |
Romanian calendar | Romania and Moldova | Traditional names for the twelve months of the Gregorian calendar, which are usually used by the Romanian Orthodox Church. |
Tradition | week length | comments |
---|---|---|
Bali | various | |
Igbo | 4 days | The traditional Igbo week consists of four market days: eke, orie, afor, and nkwo. |
Yoruba | 4 days | Traditional Yoruba calendar |
Korea | 5 days | For traditional markets in Korea, for example, the market is open every five days. |
Java - (Pasaran) | 5 days | |
Discordian | 5 days | |
Akan | 6 days | A traditional "six-day week" which combined with the Gregorian seven-day week gave rise to a 42-day cycle. |
Ancient Rome | 8 days | The Roman nundinal cycle. |
Burmese | 8 days | |
Celtic | 8 days | reconstructed. [19] [20] |
Baltic | 9 days | Linguistic reconstruction[ citation needed ]; the Gediminas Sceptre indicated that a week lasted for nine days during King Gediminas' reign. |
Chinese | 10 days | |
Egyptian Calendar | 10 days | The 10-day period was known as decans or decades |
French Republican Calendar | 10 days | |
Aztecs | 13 days | Trecena, division of the Tonalpohualli 260-day period |
A calendar is a system of organizing days. This is done by giving names to periods of time, typically days, weeks, months and years. A date is the designation of a single and specific day within such a system. A calendar is also a physical record of such a system. A calendar can also mean a list of planned events, such as a court calendar, or a partly or fully chronological list of documents, such as a calendar of wills.
The traditional Chinese calendar, is a lunisolar calendar dating from the Han dynasty that combines solar, lunar, and other cycles for various social and agricultural purposes. While the Gregorian calendar has been adopted and adapted in various ways, and is generally the basis for China's standard civic purposes, aspects of the traditional lunisolar calendar remain, including the association of the twelve animals of the Chinese Zodiac in relation to months and years.
Intercalation or embolism in timekeeping is the insertion of a leap day, week, or month into some calendar years to make the calendar follow the seasons or moon phases. Lunisolar calendars may require intercalations of days or months.
A lunisolar calendar is a calendar in many cultures, incorporating lunar calendars and solar calendars. The date of lunisolar calendars therefore indicates both the Moon phase and the time of the solar year, that is the position of the Sun in the Earth's sky. If the sidereal year is used instead of the solar year, then the calendar will predict the constellation near which the full moon may occur. As with all calendars which divide the year into months there is an additional requirement that the year have a whole number of months. In some cases ordinary years consist of twelve months but every second or third year is an embolismic year, which adds a thirteenth intercalary, embolismic, or leap month.
A month is a unit of time, used with calendars, that is approximately as long as a natural phase cycle of the Moon; the words month and Moon are cognates. The traditional concept of months arose with the cycle of Moon phases; such lunar months ("lunations") are synodic months and last approximately 29.53 days, making for roughly 12.37 such months in one Earth year. From excavated tally sticks, researchers have deduced that people counted days in relation to the Moon's phases as early as the Paleolithic age. Synodic months, based on the Moon's orbital period with respect to the Earth–Sun line, are still the basis of many calendars today and are used to divide the year.
In astronomy, the new moon is the first lunar phase, when the Moon and Sun have the same ecliptic longitude. At this phase, the lunar disk is not visible to the naked eye, except when it is silhouetted against the Sun during a solar eclipse.
The Julian day is the continuous count of days since the beginning of the Julian period, and is used primarily by astronomers, and in software for easily calculating elapsed days between two events.
In chronology and periodization, an epoch or reference epoch is an instant in time chosen as the origin of a particular calendar era. The "epoch" serves as a reference point from which time is measured.
A solar calendar is a calendar whose dates indicate the season or almost equivalently the apparent position of the Sun relative to the stars. The Gregorian calendar, widely accepted as a standard in the world, is an example of a solar calendar. The main other types of calendar are lunar calendar and lunisolar calendar, whose months correspond to cycles of Moon phases. The months of the Gregorian calendar do not correspond to cycles of the Moon phase.
The Hindu calendar, also called Panchanga, is one of various lunisolar calendars that are traditionally used in the Indian subcontinent and Southeast Asia, with further regional variations for social and Hindu religious purposes. They adopt a similar underlying concept for timekeeping based on sidereal year for solar cycle and adjustment of lunar cycles in every three years, but differ in their relative emphasis to moon cycle or the sun cycle and the names of months and when they consider the New Year to start. Of the various regional calendars, the most studied and known Hindu calendars are the Shalivahana Shaka found in the Deccan region of Southern India and the Vikram Samvat (Bikrami) found in Nepal and the North and Central regions of India – both of which emphasize the lunar cycle. Their new year starts in spring. In regions such as Tamil Nadu and Kerala, the solar cycle is emphasized and this is called the Tamil calendar and Malayalam calendar and these have origins in the second half of the 1st millennium CE. A Hindu calendar is sometimes referred to as Panchangam (पञ्चाङ्गम्), which is also known as Panjika in Eastern India.
The ancient Egyptian calendar – a civil calendar – was a solar calendar with a 365-day year. The year consisted of three seasons of 120 days each, plus an intercalary month of five epagomenal days treated as outside of the year proper. Each season was divided into four months of 30 days. These twelve months were initially numbered within each season but came to also be known by the names of their principal festivals. Each month was divided into three 10-day periods known as decans or decades. It has been suggested that during the Nineteenth Dynasty and the Twentieth Dynasty the last two days of each decan were usually treated as a kind of weekend for the royal craftsmen, with royal artisans free from work.
Lunar New Year is the beginning of a new year based on lunar calendars or, informally but more widely, lunisolar calendars. Lunar calendars follow the lunar phase while lunisolar calendars follow both the lunar phase and the time of the solar year. The event is celebrated by numerous cultures in various ways at diverse dates.
The history of calendars covers practices with ancient roots as people created and used various methods to keep track of days and larger divisions of time. Calendars commonly serve both cultural and practical purposes and are often connected to astronomy and agriculture.
Calendar reform or calendrical reform is any significant revision of a calendar system. The term sometimes is used instead for a proposal to switch to a different calendar design.
A calendar era is the period of time elapsed since one epoch of a calendar and, if it exists, before the next one. For example, it is the year 2024 as per the Gregorian calendar, which numbers its years in the Western Christian era.
In astronomy, a Julian year is a unit of measurement of time defined as exactly 365.25 days of 86400 SI seconds each. The length of the Julian year is the average length of the year in the Julian calendar that was used in Western societies until the adoption of the Gregorian Calendar, and from which the unit is named. Nevertheless, because astronomical Julian years are measuring duration rather than designating dates, this Julian year does not correspond to years in the Julian calendar or any other calendar. Nor does it correspond to the many other ways of defining a year.
The Buddhist calendar is a set of lunisolar calendars primarily used in Tibet, Cambodia, Laos, Myanmar, Bangladesh, India, Sri Lanka, Thailand and Vietnam as well as in Malaysia and Singapore and by Chinese populations for religious or official occasions. While the calendars share a common lineage, they also have minor but important variations such as intercalation schedules, month names and numbering, use of cycles, etc. In Thailand, the name Buddhist Era is a year numbering system shared by the traditional Thai lunar calendar and by the Thai solar calendar.
The Shaka era is a historical Hindu calendar era, the epoch of which corresponds to Julian year 78.
The Ancient Macedonian calendar is a lunisolar calendar that was in use in ancient Macedon in the 1st millennium BCE. It consisted of 12 synodic lunar months, which needed intercalary months to stay in step with the seasons. By the time the calendar was being used across the Hellenistic world, seven total embolimoi were being added in each 19 year Metonic cycle. The names of the ancient Macedonian Calendar remained in use in Syria even into the Christian era.
The Burmese calendar is a lunisolar calendar in which the months are based on lunar months and years are based on sidereal years. The calendar is largely based on an older version of the Hindu calendar, though unlike the Indian systems, it employs a version of the Metonic cycle. The calendar therefore has to reconcile the sidereal years of the Hindu calendar with the Metonic cycle's near tropical years by adding intercalary months and days at irregular intervals.
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