Astrology related to maths

The Mathematics of Astrology by Laura Just Fung on Prezi

Modem and Traditional Method of casting Horoscope. Calculation of Vimshottari Dasha Balance at Birth Chapter 17 Shadvargas Saptavarga Calculation Before we take you to the study of the subject namely 'Mathematical Astrology' through a series of specially designed course material to meet your requirements; it is important to invoke the blessings of the Almighty God.

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Astrology, as you may be aware, is a divine science and therefore is very sacred. Umaasutam Shokavinaashakaaranam Namaami Vighneishwara Paadapankajam Which means : I prostrate before the lotus-feet of lord Vighneshwara, the offspring of Uma, the cause of destruction of sorrow, worshipped by bhutaganas the five great elements of the universe viz. Zodiac Celestial longitude Sphuta! Celestial latitude Vikshepa Declination Kranti I Right ascen'sion Dhruva Oblique ascension or Rashimaan Equinoctial points Precession of the equinoxes and Ayanamsha Moveable and fixed zodiacs The Sayana and Nirayana system The table of Ascendants The Table of Houses The Ephemeris 1.

It may however be mentioned here that a large number of the above mentioned terms are quite simple and self explanatory. Most of the students, particularly those who have studied the geography as a subject during their school education, would be familiar with the terms mentioned above.

Nevertheless we. Nine planets viz. In addition, certain astronomical terminology will also be discussed in these lessons, to the extent these are used in mathematical astrology. A more detailed exposition of these astronomical terminology is available to the students in the book' Astronomy Relevant to Astrology' by VP. The solar system. The equator of the earth 4. Northern hemisphere, and southern hemisphere. Geographical longitudes Rekhansha 6. Geographical latitudes Akshansha 7.


Meridian of Greenwich as reference point at the earth's equator 8. Celestial sphere or the cosmic sphere 9. Celestial Equator In Hindu Astrology, the last three planet i. Uranus or Herschel , Neptune and Pluto have no place.

Mathematics And Astrology

On the other hand the classical Hindu Astrology recognisesthe Moon and the two shadowy planets i. Rahu and Ketu or the Moon's Nodes as equivalent to planets. Rahu and Ketu are not physical bodies but are mathematically calculated sensitive points of intersection of the orbits of the Moon and the Sun or in fact that of the Earth but which appears to be that of the Sun. These planets are therefore known as 'Inner Planets'.

These are also known as 'Inferior Planets'.

In fact the earth's diameter along the equator is larger than its diameter along the axis due to the fact that the earth is slightly flattened at the poles where as it is slightly bulging out at the equator. The shape of the Earth is comparatively more similar to that of an orange or a melon rather than that of a perfect sphere. In Para 1. However, if the same plane was to cut the earth's globe or the sphere " into two parts, each part will be exactly half of the sphere. The hemisphere towards the North end of the axis of the earth is known as Northern Hemisphere.

Similarlythe hemisphere Malhcmattcal Astrology 7 towards the south end of the axis of the earth is known as 'Southern Hemisphere. Figure 4 illustrates the above phenomenon clearly where in the two halves of the earth's globe have been shown separated at the plane of the earth's equator. A graph paper which all of us would have used in our school days, is a good example to understand this phenomenon. In the adjacent figure 5 we have two sets of parallel lines which are at equal intervals and at the same time are perpendicular to each other, i.

Similarly all lines in W-E direction are parallel to Mathematical Astrology each other but perpendicular to the lines in N-S direction. A, B, C or D with reference to any given point of reference say '0'. For 'B' we can say 6 units in W direction and 5 units in N direction. For 'C' we can say 8 units in W direction and 8 units in S direction. The same concept is applied to the earth's surface also with slight modifications as the surface of the earth is not a perfect plane but is having curvature, the earth's globe being a sphere for all practical purposes.

These planes will describe imaginary circles on the surface ofthe earth so that each one of these imaginary circles will be passing through the North as well as the South pole of the earth and will have the same centre as that of the earth. The distance measured along the surface of the earth between any two such consecutive circles will be zero at both the poles as all the circles will be passing through the poles and will be maximum at the equator. These circles are known as the 'Meridians of Longitude'.

These have been explained in the figure 6.

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Mathematical Astrology 1. These planes will also describe circles on the surface of the earth and the centres of all such circles will be falling on the axis of the earth and each one of these circles will be parallel to each other as well as parallel to the earth's e. These circles are known as parallels of Latitude. These have been explained in the figure 7. It may be seen from the figure that all these circles parallel of latitudes have their centres on the axis of the earth just like equator also has its centre on the axis of the earth.

These are shown as 0, 01, 02 and so on upto 06 in the figure. Similarly, the 'parallels of latitudes' are again circles on the earth's surface but with their planes parallel to the plane of earth's equator. It is therefore self evident that at any given point on the surface of earth, the meridian of longitude and the parallel of latitude will be mutually perpendicular to each other and will therefore intersect each other at right angles or 90 0.

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As any circle comprises of of arc so the earth's equator will also have , For easy comprehension, we may imagine that there are numbers of concentric circles drawn on the surface of earth in such a way that their planes are perpendicular to the plane of earth's equator, These circles will describe lines on the surface of earth each circle will give two lines i. Each of these meridians of longitude will pass from both the poles of the earth and at equator will be 1apart.

The distance between any two consecutive lines measured along the surface of earth will be maximum at earth's equator which will go on decreasing as we proceed along these lines either towards North. Pole or towards the South Pole where it will become' Zero'.

We will therefore, have a set of parallel lines at 1 0 angular distance apart running from E to W or W to E around the earth's globe all of which will be perpendicular to the Meridians of longitude para 1. The only exception will be that the lines in N-S direction or the Meridians of longitudes will not be eactIy parallel to each other in the true sense.

What is the relation between mathematics and astrology?

However as the students may be aware that earth's globe has a circumference of about 40, kms or 25, miles approx. Hence we may consider them Co be parallel for the place or city under consideration. Therefore the conditions of figure 5 in para 1. We now only need to know its coordinates from a given reference point. The other coordinate being the geographical latitudes which are measured in perpendicular direction from earth's equator either towards 'North' or 'South' from the reference point or line.

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For the purpose of Mathematical Astrology. This meridian i. Hence all places, cities etc. Similarly for the purposes of latitudes the reference line or parallel of latitude is the equator itself. The latitudes of all places, cities etc. Thus the point ofintersection of 0 longitude i. If the phenomenon is clear with reference to the earth's globe, studens will find it easy to understand when the same is applied to the space and the planets, which is of our primary concern while talking about the Astrology. We will now apply the similar principles to the space and see how to locate or define the position of various planets situated in the space.

For this purpose, we will have to imagine that the entire space around our planet earth is a huge sphere with infinite diameter which extends far beyond the farthest of the planets with which we are concerned in Astrology. So living on this planet earth, the other planets in the space including the sun and the Moon would appear to us to be situated on the imaginary surface of this imaginary sphere. These points on the surface ofcosmic sphere are known as the Celestial Poles. These are known as Northern celestial hemisphere and the Southern celestial hemisphere.

This is also known as Ravi Marg. The Ecliptic or the Ravi Marg, like the orbits of other planets is not a circle but is elliptical or oval in shape.