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Category Archives: Pascal
A Point in Space
For Newton the universe lived in an infinite and featureless space.There was no boundary, ad no possibility of conceiving anything outside of it. This was no problem for God, as he was everywhere. For Newton, space was the “sensorium” of … Continue reading
Sacks Spiral
Dyson, one of the most highlyregarded scientists of his time, poignantly informed the young man that his findings into the distribution of prime numbers corresponded with the spacing and distribution of energy levels of a higherordered quantum state. Mathematics Problem … Continue reading
Foundational Issues
Mathematics Problem That Remains Elusive — And Beautiful By Raymond Petersen Dyson, one of the most highlyregarded scientists of his time, poignantly informed the young man that his findings into the distribution of prime numbers corresponded with the spacing and … Continue reading
The Geologist and the Mathematician
In an ordinary 2sphere, any loop can be continuously tightened to a point on the surface. Does this condition characterize the 2sphere? The answer is yes, and it has been known for a long time. The Poincaré conjecture asks the … Continue reading
Posted in HENRI POINCARE, Mandelstam, Pascal, Self Evident, Topology
Tagged HENRI POINCARE, Mandelstam, Pascal, Self Evident, Topology
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Mind Maps: Mathematical Structures?
<a href="http://en.wikipedia.org/wiki/Platonic_doctrine_of_recollection" target=_BLank title="The Platonic doctrine of recollection is the idea that we are born possessing all knowledge and our realization of that knowledge is contingent on our discovery of it. Whether the doctrine should be taken literally or not … Continue reading
The Founder of Probabilty Theory?
I want to understand what makes the world tick. Einstein said he wanted to know what was on God’s mind when he made the world. I don’t think he was a religious man, but I know what he means.Lenny Susskind … Continue reading
Posted in Game Theory, Pascal, Summing over Histories
Tagged Game Theory, Pascal, Summing over Histories
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Euler’s Konigsberg’s Bridges Problem
“Liesez Euler, Liesez Euler, c’est notre maître à tous”(“Read Euler, read Euler, he is our master in everything”) – Laplace I should say here that the post by Guest post: Marni D. Sheppeard, “Is Category Theory Useful ?” over at … Continue reading
Posted in Euler, Pascal, Riemann Hypothesis, Theory of Everything, TOE, Topology
Tagged Euler, Pascal, Riemann Hypothesis, Theory of Everything, TOE, Topology
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Are there Patterns to Life?
Its grandness, goodness, beauty and perfection are unexcelled. Our one universe, indeed, the only one of its kind, has come to be.Timaeus concludes I was just thinking about the idea of being a mathematical structure, and having been made aware … Continue reading
Images or Numbers By Themself
“Mathematicians have tried in vain to this day to discover some order in the sequence of prime numbers, and we have reason to believe that it is a mystery into which the mind will never penetrate” (cited by Ivars Peterson … Continue reading
Symmetries Can be Chaotically Complex
Imagine in an “action of a kind” you start off from one place. A photon travelling through a slit of Thomas Young’s, to get through “a world” to the other side. Sounds like some fairy tale doesn’t it? Yet, “the … Continue reading
Posted in Albrecht Durer, Art, Deep Play, Earth, Einstein, Geometrics, Gravity, latex rendering, Mathematics, Pascal, Photon, Quantum Gravity, Taylor, Thomas Young, Three Body Problem
Tagged Albrecht Durer, Art, Deep Play, Earth, Einstein, Geometrics, Gravity, latex rendering, Mathematics, Pascal, Photon, Quantum Gravity, Taylor, Thomas Young, Three Body Problem
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