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Henri Poincare
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Full Name and Common Aliases


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Henri Poincaré was born on April 29, 1854, in Nancy, France. He is commonly referred to as Henri Jules Poincaré.

Birth and Death Dates


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Poincaré's life spanned a remarkable period of scientific discovery. He was born in 1854 and passed away on July 17, 1912.

Nationality and Profession(s)


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As a French mathematician, physicist, and philosopher, Poincaré's work spanned multiple disciplines. His contributions to mathematics, particularly topology and celestial mechanics, are renowned worldwide.

Early Life and Background


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Poincaré was born into a family of intellectuals. His father, Léon Poincaré, was a professor of medicine at the University of Nancy. From an early age, Henri demonstrated exceptional aptitude in mathematics and science. He studied philosophy and mathematics at the École Polytechnique in Paris, where he excelled academically.

Major Accomplishments


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Poincaré's work had far-reaching implications across multiple fields:

Mathematics: Poincaré introduced new concepts to topology, such as the fundamental group. His work on celestial mechanics laid the foundation for modern understanding of planetary motion.
Physics: He formulated the Lorentz-Poincaré theory, which predicted time dilation and length contraction (now fundamental principles in special relativity).
Philosophy: Poincaré's philosophical contributions included a critique of deterministic science and an exploration of the relationship between mathematics and reality.

Notable Works or Actions


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Some of Poincaré's notable works include:

"La Science et l'Hypothèse" (Science and Hypothesis): A 1902 book exploring the nature of scientific inquiry.
"Leçons sur la Théorie de l'Eau et des Corps Déformables": A 1908 series of lectures on fluid dynamics.

Impact and Legacy


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Poincaré's influence extends beyond his original work:

Mathematical Foundations: His contributions to topology, geometry, and algebra laid the groundwork for modern mathematics.
Scientific Methodology: Poincaré's philosophical critiques of scientific determinism encouraged a more nuanced understanding of scientific inquiry.
Inspiration to Other Scientists: He mentored notable scientists like Albert Einstein and helped shape their thinking.

Why They Are Widely Quoted or Remembered


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Henri Poincaré is widely quoted and remembered for his profound insights into the nature of mathematics, physics, and reality. His groundbreaking work continues to inspire new generations of scientists and philosophers.

Quotes by Henri Poincare

Henri Poincare's insights on:

Science is facts; just as houses are made of stone, so is science made of facts; but a pile of stones is not a house and a collection of facts is not necessarily science.
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Science is facts; just as houses are made of stone, so is science made of facts; but a pile of stones is not a house and a collection of facts is not necessarily science.
Space is only a word that we have believed a thing.
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Space is only a word that we have believed a thing.
Exactness cannot be established in the arguments unless it is first introduced into the definitions.
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Exactness cannot be established in the arguments unless it is first introduced into the definitions.
Sociology is the science which has the most methods and the least results.
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Sociology is the science which has the most methods and the least results.
Astronomy is useful because it raises us above ourselves; it is useful because it is grand. It shows us how small is man's body, how great his mind, since his intelligence can embrace the whole of this dazzling immensity, where his body is only an obscure point, and enjoy its silent harmony.
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Astronomy is useful because it raises us above ourselves; it is useful because it is grand. It shows us how small is man's body, how great his mind, since his intelligence can embrace the whole of this dazzling immensity, where his body is only an obscure point, and enjoy its silent harmony.
To doubt everything or to believe everything are two equally convenient solutions; both dispense with the necessity of reflection.
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To doubt everything or to believe everything are two equally convenient solutions; both dispense with the necessity of reflection.
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.
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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.
Absolute space, that is to say, the mark to which it would be necessary to refer the earth to know whether it really moves, has no objective existence.
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Absolute space, that is to say, the mark to which it would be necessary to refer the earth to know whether it really moves, has no objective existence.
Science is facts.
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Science is facts.
Facts do not speak.
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Facts do not speak.
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