Michele Pasin / Quotes

The physical is what fits physicists' equations

the only way physicists can really understand the universe is in the language of mathematics. The fundamental basis of physics is not atoms, or even subatomic particles, but equations. That is why, for all its mysteriousness, dark matter does have all the reality that is needed for physics: it plugs into the equations. Indeed, it is because the equations make it necessary that the existence of dark matter was postulated before it could be detected. So, odd though it may sound, the best definition of the physical world we now have is ‘that which has a place in the equations of physicists’. And one thing you can say with certainty about souls is that they have no place there.

Saved 23 April 2015

#physics #mathematics #soul #reality

Mathematical models are not reality

Edge magazine: Many mathematicians are Platonists. They think that the Universe is made of mathematical stuff, and that the job of mathematicians is merely to…

Beyond Zero and One (Andrew Smart) #mathematics #model #reality #science

Pythagorean numbers and the music of the spheres

Pythagorean doctrines were bound by an oath of secrecy, so we know very little prior to the version of them that appears in Plato. These include a belief in…

The Book Of Dead Philosophers (critchley, Simon) #number #music #cosmos #mathematics #soul

Concepts describe the world, experience is of it

One may be aware of one’s concepts and mental operations but that is the result of one’s capability of being conscious of the world (and thus also of certain…

Beyond Zero and One (Andrew Smart) #concept #experience #mathematics #consciousness

Concrete operations and reversibility

When children enter Piaget’s stage of concrete operations at about age seven, many changes in their thought patterns are visible. At this age (usually from…

Theories of Childhood, Second Edition (Carol Garhart Mooney) #child-development #thinking #classification #mathematics

Conservation of number and the spread-out coins

Because preoperational children tend to believe what they see, they do not yet have a firm grasp of qualities belonging to the objects in their world. For…

Theories of Childhood, Second Edition (Carol Garhart Mooney) #child-development #thinking #perception #mathematics

Dehaene studies mathematics in the brain

Compared to Penrose, Dehaene’s approach to the issues of consciousness and math is much more empirical. Dehaene uses the tools of cognitive psychology and the…

Beyond Zero and One (Andrew Smart) #neuroscience #mathematics #consciousness