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Felix Klein Quotes

Regarding the fundamental investigations of mathematics, there is no final ending... no first beginning Picture Quote #1
Regarding the fundamental investigations of mathematics, there is no final ending ... no first beginning Picture Quote #1
Mathematics in general is fundamentally the science of self-evident things Picture Quote #1
The developing science departs at the same time more and more from its original scope and purpose and threatens to sacrifice its earlier unity and split into diverse branches Picture Quote #1
Thus, in a sense, mathematics has been most advanced by those who distinguished themselves by intuition rather than by rigorous proofs Picture Quote #1
The teacher manages to get along still with the cumbersome algebraic analysis, in spite of its difficulties and imperfections, and avoids the smooth infinitesimal calculus, although the eighteenth century shyness toward it had long lost all point Picture Quote #1
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It is well known that the central problem of the whole of modern mathematics is the study of transcendental functions defined by differential equations Picture Quote #1
Projective geometry has opened up for us with the greatest facility new territories in our science, and has rightly been called the royal road to our particular field of knowledge Picture Quote #1
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Regarding the fundamental investigations of mathematics, there is no final ending... no first beginning  (Felix Klein Quotes) Regarding the fundamental investigations of mathematics, there is no final ending ... no first beginning.  (Felix Klein Quotes) Mathematics in general is fundamentally the science of self-evident things  (Felix Klein Quotes) The developing science departs at the same time more and more from its original scope and purpose and threatens to sacrifice its earlier unity and split into diverse branches  (Felix Klein Quotes) Thus, in a sense, mathematics has been most advanced by those who distinguished themselves by intuition rather than by rigorous proofs  (Felix Klein Quotes) The teacher manages to get along still with the cumbersome algebraic analysis, in spite of its difficulties and imperfections, and avoids the smooth infinitesimal calculus, although the eighteenth century shyness toward it had long lost all point  (Felix Klein Quotes) It is well known that the central problem of the whole of modern mathematics is the study of transcendental functions defined by differential equations  (Felix Klein Quotes) Projective geometry has opened up for us with the greatest facility new territories in our science, and has rightly been called the royal road to our particular field of knowledge  (Felix Klein Quotes)