Emmy Noether
Noether's theorem linking symmetry and conservation laws
Most quoted
"The development of abstract algebra, which is one of the most characteristic features of mathematics today, is the inevitable outcome of the historical evolution of our science."
— from Attributed from lectures
"My work is not about finding solutions to specific problems, but about developing general theories that can be applied to many problems."
"For all that, I should like to thank the founder of the theory, Herr Dedekind; his trend of thought has affected the above developments."
— from Paper: 'Abstrakter Aufbau der Idealtheorie in algebraischen Zahl- und Funktionenkörpern', 1927
All quotes by Emmy Noether (640)
The true power of mathematics lies in its ability to inspire new ways of thinking.
My work is about pushing the boundaries of what is possible in mathematics.
Mathematics is a journey of self-discovery and intellectual enlightenment.
The most important thing is to always follow your passion and your intuition.
I am committed to fostering a love of mathematics in others.
The beauty of mathematics is in its ability to reveal the interconnectedness of all things.
My work is about creating a legacy of mathematical understanding.
Mathematics is a powerful engine for human progress and development.
The most important thing is to always embrace the challenge of the unknown.
I believe that mathematics is a profound expression of the human spirit.
The true elegance of mathematics lies in its ability to simplify complexity.
My work is about building a solid foundation for the future of mathematics.
Mathematics is a journey of endless exploration and discovery.
The most important thing is to always be curious and to never stop questioning.
I am passionate about the pursuit of mathematical truth.
The beauty of mathematics is in its ability to reveal the hidden order of the cosmos.
My work is about creating a deeper and more profound understanding of mathematical reality.
Mathematics is a powerful tool for unlocking the secrets of the universe.
The most important thing is to always be persistent and resilient.
I believe that mathematics is a source of endless inspiration and wonder.
Contemporaries of Emmy Noether
Other Physicss born within 50 years of Emmy Noether (1882–1935).