Quotes About Numerical

There were dozens of papers with complex numerical and alchemial figuring on them, and even a piece of stationary that began My beautiful one in Sebastian's cramped handwriting. She spared a moment to wonder who on earth Sebastian's beautiful one could be--she hadn't thought of him as someone who ever had romantic feelings about anyone.

Again, his precision was limited, but he got a result to three decimal places: 4.669. It was the same number. Incredibly, this trigonometric function was not just displaying a consistent, geometric regularity. It was displaying a regularity that was numerically identical to that of a much simpler function. No mathematical or physical theory existed to explain why two equations so different in form and meaning should lead to the same result.

Tres Cuatro y Cinco

I repeat, feedback is a method of controlling a system by reinserting into it the results of its past performance. If these results are merely used as numerical data for the criticism of the system and its regulation, we have the simple feedback of the control engineers. If, however, the information which proceeds backward from the performance is able to change the general method and pattern of performance, we have a process which may well be called learning.

Johan, who imposed the criteria for quick movements of the ball, the obligation to open up the field in order to find space. To fill the centre of the pitch in order to play having numerical superiority, and, I don't know, introduce a lot more things so that everybody knew how Barça played and, above all, so it would be known how to do it in the future.

The first is that the individual forming part of a group acquires, solely from numerical considerations, a sentiment of invincible power which allows him to' yield to instincts which, had he been alone, he would perforce have kept under restraint. He will be the less disposed to check himself from ±he consideration that, a group being anonymous, and in consequence irresponsible, the sentiment of responsibility which always controls individuals disappears entirely.

My favourite number is 11.

Numerical quantities focus on expected values, graphical summaries on unexpected values.

The first is that the individual forming part of a crowd acquires, solely from numerical considerations, a sentiment of invincible power which allows him to yield to instincts which, had he been alone, he would perforce have kept under restraint. He will be the less disposed to check himself from the consideration that, a crowd being anonymous, and in consequence irresponsible, the sentiment of responsibility which always controls individuals disappears entirely.

EIGHT HUNDREDY FIVE!

Six hundred and NINE! Six hundred and FORTY-TWO!

At one point I had a romanticized notion about mathematics; the idea of all-consuming beauty, so to speak. But outside of numerical analysis, mathematics must be practical, which is, by any rubric, only slightly different that any other reality.

Jake Green isn't just Jake Green. Jake represents all of us. The colour green is the central column of the spectrum and the name Jake has all sorts of numerical values. All things come back to him within the film's world of cons and games.

The mystery about ? is actually a double mystery. The first mystery – the origin of its numerical value ? ? 1/137 has been recognized and discussed for decades. The second mystery – the range of its domain – is generally unrecognized.

Don't worry, boss," HARV said. "I get the feeling that this is only the tip of the iceberg of complications." "HARV, you're a machine. You don't get feelings." "Would it make you feel better if I said I've done a numerical analysis on the probabilities and the results are skewed toward you having more problems with this case?

I would later discover this was one of the key problems humans had with numerical understanding—their nervous systems simply weren't up to it.

By the sixth century B.C. Pythagoras and his students had embarked on the immense ordering task that attempted to find common numerical laws binding together astronomy, geometry, music, and arithmetic. Not surprisingly, their work was difficult to distinguish from religion, since it tried to accomplish similar goals: to find a way of expressing the structure of the universe. Two thousand years later, Kepler and then Newton were still on the same quest. Theoretical