18 Mar 2014

Terms and conditions apply

Terms and conditions apply - by P.K.Odendaal - March 2014.

Although we are free to do what we wish to, sometimes to a limited extent depending on how heavy we have compromised ourselves previously. Every action of us is a cause which has an effect. That is a law like gravity and there is no escaping it.
The exciting thing is that we never know what the effect is, because similar effects do not have similar causes - or at least our knowledge is not sufficient so that we can forecast the effect of causes accurately. In science it is quite certain what the effects are, but in the broader social and spiritual field it is not.

5 Mar 2014

What if God ... Part 3 - The aftermath of free will

What if God ... Part 3 - The aftermath of free will - by P.K.Odendaal - March 2014. 
So, now we have decided that we have free will after all. But what are its implications.
Firstly we can do what we like ... well maybe not everything. We cannot decide to spend the day on Mars - or such other trivial places. But ... why not? Surely I am body, mind, soul and spirit and my mind, soul and spirit are not tied to my body and are free to roam where they wish. So, my mind, soul and spirit can wander around Mars or anywhere else, for the day - nothing prevents me. If we think about Mars and imagine its surroundings and let our thoughts take flight ... then we are there.

3 Mar 2014

What if God ... Part 2 - Free Will

What if God ... Part 2 - Free Will - by P.K.Odendaal - March 2014. 

Free will? Oh, no, not again!
Sorry, but I will pursue this until I have exhausted all the arguments that I am aware of. I have not exhausted that yet - and even after this article you may add a few from your own experience.
In the previous part I have stated in general terms that any belief system needs one or more axioms. Science and mathematics are also belief systems - there is no such a thing as a pure science or a pure mathematics. It is not possible to formulate any belief system without using one or more axioms. The axioms used by science and mathematics are bountiful. Just the plane geometric postulates by Euclid (300 BC) are five in total. He also stated five common notions - and then we have not even touched on a fraction of the axioms, notions and postulates of those two latter disciplines. It is even highly probable that axioms, notions and postulates are the same thing - who cares.