If you are considering a gift to a family member or a friend this THANKSGIVING, why not consider the gift of David Bohm and his groundbreaking ideas. Bohm’s ideas are an enduring gift to mankind, enabling a paradigm shift for the transformation of self and society.Wow, is that a reference to Pres. Trump challenging the vote count in several states? That and some flu-like virus are supposed to make me purchase a movie about David Bohm and give it to a friend for Thanksgiving?!PURCHASE GIFT
The recent and current political events taking place in the United States and the Covid-19 pandemic has given us all time to reflect on the vulnerability of our Political, Economic, Spiritual and Social structures. David Bohm’s enduring answers to mankind’s big questions opens a door to coherence, wholeness and interconnectedness. We just need to pay more attention!So once again we want to THANK YOU all so much for your support and encourage you to share INFINITE POTENTIAL with family, friends and those who you feel would appreciate the gift of Bohm.
Let us be clear about his groundbreaking ideas. He believed in (1) Communism; (2) determinism; and (3) spooky action-at-distance. Each of these is fundamentally wrong, and we should be happy that we live in a world where they are wrong. The world would be a depressing place if any of these were correct.
But do they "opens [sic] a door to coherence, wholeness and interconnectedness"? I don't know what there nuts are even thinking, and I watched the movie. I post this in case anyone else wants to try to figure it out.
For more reading, try his biography, or philosophical essays. I previously posted a link to the movie, but it has been taken down.
Wow! That book (I mean the essays) is beautifully typeset. I just downloaded it. The AdobePS5.dll has been used, not LaTeX. But I did find one equation in it, which appears on p. 185 (i.e. p. 196 of the PDF file).
ReplyDeleteI've been having a little fun understanding how we the Bohmians use equations in our theses and papers. I expect to write a bit about it, covering this understanding of mine, some time early next year (Q1 2021). I do plan to do that, but only after I also understand a bit about how we the Bohmians code our simulations (esp. those involving the spin, and the He atom).
Best,
--Ajit