Nonfiction » Science & Nature » Philosophy of Science

The Last Man Who Knew Everything
Price: $4.99 USD. Words: 102,750. Language: English. Published: May 1, 2016. Categories: Nonfiction » Science & Nature » Philosophy of Science
Three hundred years ago, it was still possible for an intelligent person to have read all of the books that constituted the whole knowledge base of the world. Leibniz was the last genius to truly know everything and to accept that the universe was an organism rather than a machine. It was a very special type of organism - a mathematical organism, made of monadic souls.
Fizica simplificată
Price: $2.99 USD. Words: 91,870. Language: Romanian. Published: August 11, 2014. Categories: Nonfiction » Science & Nature » Physics, Nonfiction » Science & Nature » Philosophy of Science
Ediţia a doua (revăzută şi îmbunătăţită) O introducerea în teoriile şi conceptele, forţele fundamentale şi particule, metode şi tabele utilizate în fizică, sundomenii şi domenii ştiinţifice înrudite, cu accent pe înţelegerea fenomenelor fizice.
Darker Side Of The Moon
Price: $2.99 USD. Words: 62,740. Language: English. Published: January 12, 2012 by Rob Shelsky. Categories: Nonfiction » Science & Nature » Philosophy of Science, Nonfiction » Entertainment » History & Criticism
Travel to the DARKER SIDE OF THE MOON and discover: - "They" Are Watching Us! - The Mysterious World of UFOs - Lethal UFO Encounters, Actual Cases - Hidden Alien Bases, Evidence from NASA’s Report - Deadly Interference by Ancient Aliens - The Alien Agenda - Alien Abductions - Apocalypse “2012” and Doomsday - Aliens—Are Not Our "Friends" Expert Author collaboration of Rob Shelsky & George Kempland
The Infinity Delusion
Price: $1.99 USD. Words: 58,860. Language: American English. Published: March 3, 2014. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Philosophy of Science
The book asks why people might believe that numbers ‘exist’, rather than simply being a concept of our minds? In particular, why should we believe that numbers that consist of the sum of an infinite number of other numbers added together exist? This book presents a convincing argument against the independent 'existence' of such concepts.