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Algonomicon: Welcome

An encyclopedia of computer algorithms. The aim of this website is to desribe how selected computer algorithms work, and show how they can be implemented in a variety of common programming languages. The Revised Julian Calendar: Introduction. The Gregorian Calendar: Introduction. The Gregorian Calendar: Conversion to a Julian Day Number. The Gregorian Calendar: Implementation. The Gregorian Calendar: Conversion from a Julian Day Number. The Julian Calendar: Implementation. 2012 2013 Graham Shaw.

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Algonomicon: Welcome | algonomicon.org Reviews
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An encyclopedia of computer algorithms. The aim of this website is to desribe how selected computer algorithms work, and show how they can be implemented in a variety of common programming languages. The Revised Julian Calendar: Introduction. The Gregorian Calendar: Introduction. The Gregorian Calendar: Conversion to a Julian Day Number. The Gregorian Calendar: Implementation. The Gregorian Calendar: Conversion from a Julian Day Number. The Julian Calendar: Implementation. 2012 2013 Graham Shaw.
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5 about this website
6 recent additions
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Algonomicon: Welcome | algonomicon.org Reviews

https://algonomicon.org

An encyclopedia of computer algorithms. The aim of this website is to desribe how selected computer algorithms work, and show how they can be implemented in a variety of common programming languages. The Revised Julian Calendar: Introduction. The Gregorian Calendar: Introduction. The Gregorian Calendar: Conversion to a Julian Day Number. The Gregorian Calendar: Implementation. The Gregorian Calendar: Conversion from a Julian Day Number. The Julian Calendar: Implementation. 2012 2013 Graham Shaw.

INTERNAL PAGES

algonomicon.org algonomicon.org
1

Algonomicon: The Mesoamerican Long Count: Introduction

http://www.algonomicon.org/calendar/long_count/introduction.html

An encyclopedia of computer algorithms. The Mesoamerican Long Count. Conversion from the Julian Day Number. Conversion to the Julian Day Number. The Long Count calendar is a count of days expressed using a mixed radix notation that was used by a number of pre-Columbian Mesoamerican cultures such as the Maya and the Aztecs. A Long Count date normally has five components, each corresponding to one of the following units:. In the Julian calendar. This is equivalent to 11th August 3114 BC.

2

Algonomicon: The Julian Calendar: Conversion from a Julian Day Number

http://www.algonomicon.org/calendar/julian/from_jdn.html

An encyclopedia of computer algorithms. Conversion from a month-of-year to a day-of-year. Conversion from a day-of-year to a month-of-year. Conversion to a Julian Day Number. Conversion from a Julian Day Number. Conversion from a Julian Day Number. The algorithm presented here takes a Julian Day Number. And converts it to a day, month and year using the proleptic Julian calendar. It has six steps:. Change the epoch to 1st March 1 BC. Calculate the number of whole years from the epoch. Is first adjusted t...

3

Algonomicon: The Revised Julian Calendar: Introduction

http://www.algonomicon.org/calendar/revised_julian/introduction.html

An encyclopedia of computer algorithms. The Revised Julian Calendar. The Revised Julian calendar is a replacement for the Julian calendar that is used for liturgical purposes by some (but by no means all) of the Eastern Orthodox churches. It was proposed by the astronomer and climatologist Milutin Milanković, and adopted at what was claimed to be a ‘Pan-Orthodox’ Congress in AD. 1923 It is similar in intent to the Gregorian calendar, and gives matching results during the period AD. The rule proposed by M...

4

Algonomicon: Algorithms

http://www.algonomicon.org/algorithms.html

An encyclopedia of computer algorithms. The Revised Julian calendar. The Mesoamerican Long Count. 2012 2013 Graham Shaw.

5

Algonomicon: The Mesoamerican Long Count: Conversion to a day number

http://www.algonomicon.org/calendar/long_count/to_jdn.html

An encyclopedia of computer algorithms. The Mesoamerican Long Count. Conversion from the Julian Day Number. Conversion to the Julian Day Number. Conversion to a day number. Be the five components of the long count in increasing order of significance:. Is therefore the number of baktun since the epoch, and. Is the number of katun since the start of the current baktun. Given that there are 20 katun per baktun, these can be combined to give the number of katun since the epoch:. 2012 2013 Graham Shaw.

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Algonomicon: Welcome

An encyclopedia of computer algorithms. The aim of this website is to desribe how selected computer algorithms work, and show how they can be implemented in a variety of common programming languages. The Revised Julian Calendar: Introduction. The Gregorian Calendar: Introduction. The Gregorian Calendar: Conversion to a Julian Day Number. The Gregorian Calendar: Implementation. The Gregorian Calendar: Conversion from a Julian Day Number. The Julian Calendar: Implementation. 2012 2013 Graham Shaw.

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