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# Eps 34: googolplex

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Host image: StyleGAN neural net GPT-2, transformers, CTRL

Host Ronnie Shaw

##### Podcast Content
One is a googolplex limited by 1, followed by a googols and a zero, and one is an even larger number than that because there are no googs, so it is impossible to write the zero down. If there were no Googles, it would be many times bigger, because there are no Googels, they are not big enough, or it is impossible.
Written in normal decimal, there is a 1, followed by a googol and a zero and then a 10, 100 or a zeros that follows the 1.
A million has 6 zeros, a billion has a 9, and a million has a 6 and a zero, and so on. The googol number is the sum of the zeros and the first 10, 100 or a 10. This is the system described by the Googols system, a number system with the same structure as normal decimals.
So you're back with Martin Kelly, the boy next door who will ruin everything if he gets his chance. Thankfully, Troy and Pippa are ready to help you and the ocean is nearby
Many children know that a Google character is a one with a hundred zeros, but do you know what it is? The math alphabet booklet, we tell you how a nine-year-old boy got his name. Googles were created in 1938 when a mathematician named Edward Kasner wanted to introduce a very large number of people to the world that everyone could understand.
He asked for a name with a 1, followed by 100 zeros, and Sirotta suggested "Googol" as the name of the first character in the alphabet, one with 100 zeros.
Two years later Kasner published his book Mathematics and Imagination, which contained a passage that introduced the world to what we later considered one of the most important mathematical concepts in the history of mathematics, the Googolplex. Then the mathematicians shot back with the "Googplex" and defined it as the 10 powers of Googsol, thus refuting poor old Edward, for example. The universe as we know it consists of 10 forces of 80, so "Googols" are nothing special, are they?
This kind of "Googolplex" in numerical dimensions is expressed in the number of forces of Googols, or in other words, the sum of all forces in the universe.
Physicist Don Page sent me a question about how to imagine a value that matches Googolplex, and I'm happy to answer.
This is not surprising, as googolplex is one - followed by googsol and a zero - and the number is greater than the sum of all the particles in the universe. It is so large that it cannot be written down without scientific notes. If you could write down the zero for every single atom that is in an existing atom, you could write it down.
It is sobering to see the imagination of a nine-year-old humbled by the dynamic range of astronomy, and it is instructive to realize that his imagination can go beyond the confines of astronomical perspective. We cannot calculate how long it would take, but we can estimate it by estimating the longest age in the universe, which would be determined from the number of stars in our solar system or the age of our sun.
By comparison, counting trillions would take about 31,709 years, but trillions are only a 1 followed by twelve zeros. Kasner believes people overuse the term "infinite" when they actually mean only large numbers. To distinguish between the two concepts, he developed the Google program "Google And the Googling. He discusses them to show the difference between an incredibly large number like infinity and a small number like a trillion.
A much larger number, the googolplex, is defined as 1, followed by a "googel" and a zero, but it has no formal mathematical utility.
For example, one can imagine 10, 1, 000,000 as a one, followed by a million zeros and 10 as zero. The strangest number in the plex was coined as the "Piplex of the Ten Pimms" .
There are some figures that, interestingly, have real significance for the world and surpass the googolplex, but we will be looking at those figures a little more. I have shown that Bowers seems to be replacing the number of numbers with a larger argument with the original number. This shows that it is a number of zeros and zeros and not a one, two, three, four, five, six, seven, eight or nine, but it has a meaning.
The googolplex has become one of the most popular figures in the history of computer science and mathematics. He received a lot of attention, but he also became a popular figure in many other fields such as astronomy, mathematics, physics, astronomy and astronomy.
In this review, googol is probably the epitome of "gogogolism" in the sense of the smallest. An exception is the "googolduplex," followed by the GoogOLplex and the zero, about which we know little, like the Googolsplexplex.