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It Is Far Better To Foresee Even Without Certainty Than Not To Foresee At All.
-Henri Poincare
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It Is Far Better

Henri Poincare
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It Is Far Better To Foresee Even Without Certainty Than Not To Foresee At All.

Understanding the Quote: "it is far better to foresee even without certainty than not to..."

This quote by Henri Poincare reflects deeply on the theme of absolute certainty. It connects to the universal human journey of purpose, motivation, and reflection. Often categorized under Absolute Certainty, Certainty, Foreseeing, the quote offers insight, emotional clarity, and intellectual inspiration to readers worldwide.

Whether you’re a student exploring new ideas, a leader trying to motivate your team, or someone seeking direction in life — this quote provides value. It resonates because it’s more than words — it’s a bridge between experience and wisdom. It shows how Henri Poincare interprets life's core challenges and triumphs.

Lessons From the Quote

This quote teaches resilience and focus. It reminds readers that no matter where they stand in life, reflection and self-awareness lead to growth. Each word has meaning, and when studied, it becomes clear how impactful thoughtful language can be.

About Henri Poincare

Henri Poincare is celebrated for insightful thoughts on absolute certainty and certainty. Their legacy lives on through writings that guide, comfort, and inspire. Discover more on their profile page.

Actionable Takeaways

  • Reflect on how this quote applies to your current life path.
  • Share the message with someone who needs inspiration.
  • Write your thoughts on this quote in a journal or blog post.
  • Use it as a daily affirmation or reminder.

Closing Thoughts

Quotes like this endure because they capture universal truths. They comfort us in solitude and empower us in groups. Carry this quote forward — live by its wisdom, share its message, and keep its essence alive.

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Topic
Absolute Certainty
Certainty
Foreseeing
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For A Long Time The Objects That Mathematicians Dealt With Were Mostly Ill-defined; One Believed One Knew Them, But One Represented Them With The Senses And Imagination; But One Had But A Rough Picture And Not A Precise Idea On Which Reasoning Could Take Hold.
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It May Happen That Small Differences In The Initial Conditions Produce Very Great Ones In The Final Phenomena.
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All Of Mathematics Is A Tale About Groups.
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Mathematics Is The Art Of Giving The Same Name To Different Things. [as Opposed To The Quotation: Poetry Is The Art Of Giving Different Names To The Same Thing].
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If We Wish To Foresee The Future Of Mathematics, Our Proper Course Is To Study The History And Present Condition Of The Science.
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In The Old Days When People Invented A New Function They Had Something Useful In Mind. Now, They Invent Them Deliberately Just To Invalidate Our Ancestors' Reasoning, And That Is All They Are Ever Going To Get Out Of Them.
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A Scientist Worthy Of His Name, About All A Mathematician, Experiences In His Work The Same Impression As An Artist; His Pleasure Is As Great And Of The Same Nature.
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[t]he Different Branches Of Arithmetic - Ambition [g]eometry Is Not True, It Is Advantageous.
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Consider Now The Milky Way. Here Also We See An Innumerable Dust, Only The Grains Of This Dust Are No Longer Atoms But Stars; These Grains Also Move With Great Velocities, They Act At A Distance One Upon Another, But This Action Is So Slight At Great Distances That Their Trajectories Are Rectilineal; Nevertheless, From Time To Time, Two Of Them May Come Near Enough Together To Be Deviated From Their Course, Like A Comet That Passed Too Close To Jupiter. In A Word, In The Eyes Of A Giant, To Whom Our Suns Were What Our Atoms Are To Us, The Milky Way Would Only Look Like A Bubble Of Gas.
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Ideas Rose In Clouds; I Felt Them Collide Until Pairs Interlocked, So To Speak, Making A Stable Combination.
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The Mathematical Facts Worthy Of Being Studied Are Those Which, By Their Analogy With Other Facts, Are Capable Of Leading Us To The Knowledge Of A Physical Law. They Reveal The Kinship Between Other Facts, Long Known, But Wrongly Believed To Be Strangers To One Another.
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Every Phenomenon, However Trifling It Be, Has A Cause, And A Mind Infinitely Powerful, And Infinitely Well-informed Concerning The Laws Of Nature Could Have Foreseen It From The Beginning Of The Ages. If A Being With Such A Mind Existed, We Could Play No Game Of Chance With Him; We Should Always Lose.
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Geometry Is The Art Of Correct Reasoning From Incorrectly Drawn Figures.
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It Is The Simple Hypotheses Of Which One Must Be Most Wary; Because These Are The Ones That Have The Most Chances Of Passing Unnoticed.
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Thus, Be It Understood, To Demonstrate A Theorem, It Is Neither Necessary Nor Even Advantageous To Know What It Means. The Geometer Might Be Replaced By The "logic Piano" Imagined By Stanley Jevons; Or, If You Choose, A Machine Might Be Imagined Where The Assumptions Were Put In At One End, While The Theorems Came Out At The Other, Like The Legendary Chicago Machine Where The Pigs Go In Alive And Come Out Transformed Into Hams And Sausages. No More Than These Machines Need The Mathematician Know What He Does.
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