Clifford A. Pickover Quotes & Sayings
Enjoy the top 21 famous quotes, sayings and quotations by Clifford A. Pickover.
Famous Quotes By Clifford A. Pickover
At his "World of Physics" Web site, Eric W. Weisstein notes that the fine structure constant continues to fascinate numerologists, who have claimed that connections exist between alpha, the Cheops pyramid, and Stonehenge! — Clifford A. Pickover
For those of you who are about to embark on reading The Math Book from cover to cover, look for the connections, gaze in awe at the evolution of ideas, and sail on the shoreless sea of imagination. — Clifford A. Pickover
The quipu is significant because it dispels the notion that mathematics flourishes only after a civilization has developed writing; however, societies can reach advanced states without ever having developed written records. — Clifford A. Pickover
Today, we know that time travel need not be confined to myths, science fiction, Hollywood movies, or even speculation by theoretical physicists. Time travel is possible. For example, an object traveling at high speeds ages more slowly than a stationary object. This means that if you were to travel into outer space and return, moving close to light speed, you could travel thousands of years into the Earth's future. — Clifford A. Pickover
There can never be a clock at the center of the Universe to which everyone can set their watches. Your entire life can be the blink of an eye to an alien who leaves Earth traveling close to the speed of light, then returns an hour later to find that you have been dead for centuries. — Clifford A. Pickover
Our heirs, whatever or whoever they may be, will explore space and time to degrees we cannot currently fathom. They will create new melodies in the music of time. There are infinite harmonies to be explored. — Clifford A. Pickover
Obviously, the final goal of scientists and mathematicians is not simply the accumulation of facts and lists of formulas, but rather they seek to understand the patterns, organizing principles, and relationships between these facts to form theorems and entirely new branches of human thought. For me, mathematics cultivates a perpetual state of wonder about the nature of mind, the limits of thoughts, and our place in this vast cosmos. — Clifford A. Pickover
I do not know if God is a mathematician, but mathematics is the loom upon which God weaves the fabric of the universe....The fact that reality can be described or approximated by simple mathematical expressions suggests to me that nature has mathematics at its core. — Clifford A. Pickover
Neutronium is so dense that a chunk the size of a thimble would weigh about 100 million tons. — Clifford A. Pickover
Einstein created an unstoppable "intellectual chain reaction," an avalanche of pulsing, chattering neurons and memes that will ring for an eternity — Clifford A. Pickover
Often, simply knowing the answer is the largest hurdle to overcome when formulating a proof. — Clifford A. Pickover
This three-dimensional froth even produces tunnels and wormlike tubes commonly depicted in embedding diagrams for quantum froth. The connecting bridges in the foam correspond to wormholes between different universes or between different places in the same universe. — Clifford A. Pickover
Astrophysicist Stephen Hawking has proved that if two black holes unite, the surface area of the final black hole must exceed the sum of the surface areas of the initial black holes. For these reasons the total black-hole portion of the universe is ever increasing. — Clifford A. Pickover
In the froth, space doesn't have a definite structure. It has various probabilities for different shapes and curvatures. It might have a 50 percent chance of being in one shape, a 10 percent chance of being in another, and a 40 percent chance of being in a third form. Because any structure is possible inside the singularity, we say the singularity is constructed from probabilistic foam, or quantum foam. Quantum gravity governs the probabilities for the various foam structures. — Clifford A. Pickover
For relatively small stars, the Pauli exclusion principle keeps the electrons in a star sufficiently separated to prevent the star from contracting further after it has spent its fuel. In other words, the electrons counteract the crushing gravitational force. However, for stars more than about 1.5 times the mass of the sun (a mass known as the Chandrasekhar limit), this repulsive force would not be enough to stop stellar collapse. — Clifford A. Pickover
Preservations are working to save neon signs for future generations, either on-site or in museums. After all, what would America be without a few giant doughnuts around. — Clifford A. Pickover
Without these supernova explosions, there are no mist-covered swamps, computer chips, trilobites, Mozart or the tears of a little girl. Without exploding stars, perhaps there could be a heaven, but there is certainly no Earth. — Clifford A. Pickover
Books on scientific photography with such beauty, breadth, and insight are rare. Felice Frankel's Envisioning Science is chock full of mind-boggling images and valuable information
not only for curious artists, students, and lay people, but also for seasoned researchers and photographers. The eclectic Frankel is both a scientist and photographer, and with the cold logic of the one and the inspired vision of the other, she covers an array of topics sure to stimulate your imagination and sense of wonder at the incredible vastness of the physical world. — Clifford A. Pickover
Mathematical theories have sometimes been used to predict phenomena that were not confirmed until years later. For example, Maxwell's equations, named after physicist James Clerk Maxwell, predicted radio waves. Einstein's field equations suggested that gravity would bend light and that the universe is expanding. Physicist Paul Dirac once noted that the abstract mathematics we study now gives us a glimpse of physics in the future. In fact, his equations predicted the existence of antimatter, which was subsequently discovered. Similarly, mathematician Nikolai Lobachevsky said that "there is no branch of mathematics, however abstract, which may not someday be applied to the phenomena of the real world. — Clifford A. Pickover
In this book, you will encounter various interesting geometries that have been thought to hold the keys to the universe. Galileo Galilei (1564-1642) suggested that "Nature's great book is written in mathematical symbols." Johannes Kepler (1571-1630) modeled the solar system with Platonic solids such as the dodecahedron. In the 1960s, physicist Eugene Wigner (1902-1995) was impressed with the "unreasonable effectiveness of mathematics in the natural sciences." Large Lie groups, like E8-which is discussed in the entry "The Quest for Lie Group E8 (2007)"- may someday help us create a unified theory of physics. in 2007, Swedish American cosmologist Max Tegmark published both scientific and popular articles on the mathematical universe hypothesis, which states that our physical reality is a mathematical structure-in other words, our universe in not just described by mathematics-it is mathematics. — Clifford A. Pickover
As I write this entry, I touch a saber-tooth tiger skull in my office. Without stars there could be no skulls — Clifford A. Pickover