The infinite is one of the most confusing concepts to grasp. The truth is, in reality, things beyond a certain point of frequency or amount (even money) cease to hold any meaning for us. We just can’t imagine or visualize them, and thus they become meaningless. And yet, playing with this concept and understanding it a little better will help stretch your thinking and expand your mind. Taking a subject out of the ether and examining it in a reality-based and consequential way can help you extract a few lessons on extremely big, and extremely small, probabilities, and understand why a mathematical construct like 1/3 cannot truly be expressed as a decimal.

Any discussion of the infinite must begin with the thought experiment of Lucretius’ spear. If you contend that the universe if infinite, and then you walk right up to the edge (first of all, what would the edge even constitute), and then you throw a javelin, then what would happen? Would it bounce off something? Would it disappear? Would it just keep sailing because the universe is indeed infinite? What exactly would take place? Thinking through this abstraction makes clear that we have to suspend reality sometimes and redefine what we think is possible. You might even find that you have been asking wrong questions all along by not accounting for what you didn’t consider.

Read the show notes and/or transcript at https://bit.ly/social-skills-shownotes

Get the audiobook on Audible at https://bit.ly/ThoughtExpKing

For a free minibook on conversation tactics, visit Patrick King Consulting at https://bit.ly/pkconsulting

For narration information visit Russell Newton at https://bit.ly/VoW-home

For production information visit Newton Media Group LLC at https://bit.ly/newtonmg

#BigBang #Godie #Heisenberg #Lucretius #LucretiusSpear #Mobius #PatrickKing #PatrickKingConsulting #SocialSkillsCoaching #RussellNewton #NewtonMG #Schrodinger

Big Bang,Godie,Heisenberg,Lucretius,Lucretius Spear,Mobius,Patrick King, Patrick King Consulting,Social Skills Coaching,Russell Newton,NewtonMG,Schrodinger