One doctor, limited resources, two severe patients, time expiring, and one impossible decision to take

A medical doctor receives two urgent severe patients arriving at the same time from two different ambulances into a Hospital’s Emergency Room.

  1. One of the patients is very bad, having very little chance of surviving, but as it yet exists, his chances are still standing.
  2. The other one is in a better condition and has a bigger chance of surviving, but time is against him or her if medical care is not taken immediately.

 One doctor, limited resources, two severe patients, time expiring, one “impossible” decision to take.

The unavoidable question:

Having limited resources, i.e. having enough resources to save one of them, and one only, to which of the two patients will the doctor proceed to life-save?

 

 

 

Are we alone in the Universe?

Are we alone in the Universe?

Well this question is capable of deriving itself onto multiple implications. For example:

  1. (One possibility) Are we, each one of us, alone even on Earth itself?
  2. (Another possibility) Are we alone in some particular way knowing that we are not alone for we are many members of a species?
  3. (Another possibility) Are we, human beings on Earth, alone as intelligent beings in the Universe?

Re-reciting these items a little bit:

  1. From Descartes it’s plausible that each man or woman can only assert his or her own existence.
  2. Even, non-descartesianly, if each one of us could assert his neighbour’s existence, could he or she feel yet alone in spirit?
  3. In the Universe as we best know it today, has no other civilization arisen so that it’s capable of communicating with us? (And, on the other hand, has no other civilization picked up the signals we have been sending out?)

***

Today we want to touch the third possibility of the subject title’s question for this indeed seems to be a very odd one.

The best we know of the Universe nowadays is that it is comprised by millions of galaxies and trillions of stars. This number is so big that it’s hard to grasp the magnificence of it all.

There is however an equation that has long been popularized by the TV Series Documentary by Carl Sagan made in 1970′s titled Cosmos.  This popularized equation is Drake’s equation.

Drake’s equation is just a multiplication of probabilities, nothing more, nothing less. So in principle, it calls for a very simple arithmetic calculation.

Let’s see what the Drake equation states:

N = R . F_p . N_e . F_e . F_i . F_c . L

Where, borrowing Wikipedia’s text :

N = the number of civilizations in our galaxy with which communication might be possible;

and

R* = the average rate of star formation per year in our galaxy
fp = the fraction of those stars that have planets
ne = the average number of planets that can potentially support life per star that has planets
f = the fraction of the above that actually go on to develop life at some point
fi = the fraction of the above that actually go on to develop intelligent life
fc = the fraction of civilizations that develop a technology that releases detectable signs of their existence into space
L = the length of time for which such civilizations release detectable signals into space.[3]

 

For the sake of playing a bit with the equation, let’s borrow, also from the Wikipedia’s piece, one possible scenario:

  • R* = 10/year (10 stars formed per year, on the average over the life of the galaxy)
  • fp = 0.5 (half of all stars formed will have planets)
  • ne = 2 (stars with planets will have 2 planets capable of developing life)
  • fl = 1 (100% of these planets will develop life)
  • fi = 0.01 (1% of which will be intelligent life)
  • fc = 0.01 (1% of which will be able to communicate)
  • L = 10,000 years (which will last 10,000 years)

Drake’s values then give N = 10 × 0.5 × 2 × 1 × 0.01 × 0.01 × 10,000 = 10.

***

So Drake’s Equation, with the support of these above simulating values, gives us this number of 10 civilizations in the Milky Way, the galaxy where our Solar System and we ourselves reside.

Let’s multiply this 10 with millions and millions of other galaxies, everything, in all directions, respecting only some appropriate elapsed time so that heavier chemical elements might have been given the chance to be formed. That is, our Universe is 13.7 billion years, but a few initial billion years must have had passed so that gigantic stars could have formed the heavier chemical elements that we now find on Earth and on which life as we know it depends.

If we were to continue that multiplication, this 10 would grow so big that mind would indeed reel, for it’s hard to think that millions of other civilizations may exist and yet no other single one of them has come into contact with us and conversely no other single one of them has apparently responded to our sent-out signals.

As we close today’s message, let’s wish one another “peace”.

Let us indeed have peace!

 

 

 

But beyond the veil, will man see?

Whenever man has lived, wherever he (*) has seen societies, people gathered together, be they modern, be they primitive, whatsoever political system that be, be it capitalism, be it whatever name of socialism one will give it; man has witnessed material poverty.

(*) Important Notice on the use of the terms “man” and “he”. Here they mean human being. Put another way, “man” means man or woman and “he” means he or she.

Could we ask of spiritual poverty as well? Well perhaps that’s more difficult, for it’s not that difficult to gaze the rich commit their whatever-that-be sacrileges.

So this is our fate, this is our plight — we are wanderers on this Earth, learners, sometimes wise, sometimes foolish.

We crave to know something just to end up knowing, as Socrates, that we still have to learn more… because the more we know, the more we understand we don’t know enough.

Man, the individual, man, the society, man the biological. Man that may be controlled by his passions at youth and later, if he is lucky enough to grow old alive, man that must set himself upon a reflection of his past, to master his vices, to better himself, to pay his debts.

But beyond the veil, will man see?