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Top 10 Steven H. Strogatz Quotes (2024 Update)

Steven H. Strogatz Quote: “When a guitar string is plucked or when children jiggle a jump rope, the shape that appears is a sine wave. The ripples on a pond, the ridges of sand dunes, the stripes of a zebra – all are manifestations of nature’s most basic mechanism of pattern formation: the emergence of sinusoidal structure from a background of bland uniformity.”

1. “When a guitar string is plucked or when children jiggle a jump rope, the shape that appears is a sine wave. The ripples on a pond, the ridges of sand dunes, the stripes of a zebra – all are manifestations of nature’s most basic mechanism of pattern formation: the emergence of sinusoidal structure from a background of bland uniformity.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “Calculus succeeds by breaking complicated problems down into simpler parts. That strategy, of course, is not unique to calculus. All good problem-solvers know that hard problems become easier when they’re split into chunks. The truly radical and distinctive move of calculus is that it takes this divide-and-conquer strategy to its utmost extreme – all the way out to infinity.”

2. “Calculus succeeds by breaking complicated problems down into simpler parts. That strategy, of course, is not unique to calculus. All good problem-solvers know that hard problems become easier when they’re split into chunks. The truly radical and distinctive move of calculus is that it takes this divide-and-conquer strategy to its utmost extreme – all the way out to infinity.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “6accdae13eff7i3l9n4o4qrr4s8t12vx.”

3. “6accdae13eff7i3l9n4o4qrr4s8t12vx.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “And because the PageRanks are defined as proportions, they have to add up to 1 when summed over the whole network. This conservation law suggests another, perhaps more palpable, way to visualize PageRank. Picture it as a fluid, a watery substance that flows through the network, draining away from bad pages and pooling at good ones. The algorithm seeks to determine how this fluid distributes itself across the network in the long run.”

4. “And because the PageRanks are defined as proportions, they have to add up to 1 when summed over the whole network. This conservation law suggests another, perhaps more palpable, way to visualize PageRank. Picture it as a fluid, a watery substance that flows through the network, draining away from bad pages and pooling at good ones. The algorithm seeks to determine how this fluid distributes itself across the network in the long run.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “Those of us who teach math should try to turn this bug into a feature. We should be up front about the fact that word problems force us to make simplifying assumptions. That’s a valuable skill – it’s called mathematical modeling.”

5. “Those of us who teach math should try to turn this bug into a feature. We should be up front about the fact that word problems force us to make simplifying assumptions. That’s a valuable skill – it’s called mathematical modeling.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “To shed light on any continuous shape, object, motion, process, or phenomenon – no matter how wild and complicated it may appear – reimagine it as an infinite series of simpler parts, analyze those, and then add the results back together to make sense of the original whole.”

6. “To shed light on any continuous shape, object, motion, process, or phenomenon – no matter how wild and complicated it may appear – reimagine it as an infinite series of simpler parts, analyze those, and then add the results back together to make sense of the original whole.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “Simulation is no substitute for math – it could never provide a proof – but if Peskin’s conjecture was false, this approach would save me a lot of time by revealing a counterexample. This sort of evidence is extremely valuable in math. When you’re trying to prove something, it helps to know it’s true. That gives you the confidence you need to keep searching for a rigorous proof. Programming.”

7. “Simulation is no substitute for math – it could never provide a proof – but if Peskin’s conjecture was false, this approach would save me a lot of time by revealing a counterexample. This sort of evidence is extremely valuable in math. When you’re trying to prove something, it helps to know it’s true. That gives you the confidence you need to keep searching for a rigorous proof. Programming.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “To grasp how different a million is from a billion, think about it like this: A million seconds is a little under two weeks; a billion seconds is about thirty-two years.”

8. “To grasp how different a million is from a billion, think about it like this: A million seconds is a little under two weeks; a billion seconds is about thirty-two years.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “First comes intuition. Rigor comes later.”

9. “First comes intuition. Rigor comes later.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “Infinity lies at the heart of so many of our dreams and fears and unanswerable questions: How big is the universe? How long is forever? How powerful is God? In every branch of human thought, from religion and philosophy to science and mathematics, infinity has befuddled the world’s finest minds for thousands of years. It has been banished, outlawed, and shunned. It’s always been a dangerous idea.”

10. “Infinity lies at the heart of so many of our dreams and fears and unanswerable questions: How big is the universe? How long is forever? How powerful is God? In every branch of human thought, from religion and philosophy to science and mathematics, infinity has befuddled the world’s finest minds for thousands of years. It has been banished, outlawed, and shunned. It’s always been a dangerous idea.”

— Steven H. Strogatz

Steven H. Strogatz Quote: “Whenever the whole is different from the sum of the parts – whenever there’s cooperation or competition going on – the governing equations must be nonlinear.”

11. “Whenever the whole is different from the sum of the parts – whenever there’s cooperation or competition going on – the governing equations must be nonlinear.”

— Steven H. Strogatz

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