Vladimir Voevodsky

June 4, 1966
Moscow, Moscow, Russia
a square Square
a hortizontal line with two lines meeting to form a 90 degree angle underneath it Quincunx
a cross with a line hortizontally running through the middle of them Sextile
two circles with a line connecting them Opposition
an equalilateral triangle Trine
Minor aspects

Description

image credit
Vladimir Voevodsky by Schmid, Renate, is licensed under cc-by-sa-2.0, resized from the original.
Vladimir Voevodsky (Russian: Владимир Александрович Воеводский, born 4 June 1966) is a Russian mathematician. His work in developing a homotopy theory for algebraic varieties and formulating motivic cohomology led to the award of a Fields Medal in 2002. He is also known for the proof of the Milnor conjecture and motivic Bloch-Kato conjectures and for the univalent foundations of mathematics and homotopy type theory. More information about his work can be found on his website.



Planets

You can think of the planets as symbolizing core parts of the human personality, and the signs as different colors of consciousness through which they filter through.
Using Sidereal Planetary Positions
Because the birth time information is missing for this chart, the Moon may range up to 6° before or after this position.

Aspects

The aspects describe the geometric angles between the planets. Each shape they produce has a different meaning.

Chart Patterns

Chart patterns are a collection of aspects that are grouped together to reveal a larger geometric pattern within the chart.

Special Features of this Chart

The section describes some additional features of this chart. Note the inner planets refer to Sun to Jupiter, as well as the Ascendant and MC, and represent the core parts of the personality.

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Declinations

Click here to show this chart's declinations. Declinations are a rarely used piece of information in astrology. They reflect a planet's distance north or south of the celestial equator. more info

Parallels occur when two planets are at the same declination, both in the north or south. They are considered to have the same effect as conjunctions. Contraparallels are when one star in the north and another in the south are at the same declination. They are considered to have the same effect as oppositions.

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