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During his illustrious career, Heisenberg stated many things:
1) "Observables" of a quantum system can be determined by using matrix mechanics.
2) His approach to quantum mechanics (QM) was identical to that of Schroendinger.
3) In any experiment, the product of the standard deviation of two complementary observables could be no less than (on the order of) Planck's Constant.
4) That QM could be merged with special relativity.
5) How neutrons and protons could co-exists in a nucleus.
I think you are asking about (3), which represents just one part of Heisenberg's career.
What else can I help you with?
What is the birth name of Werner Heisenberg?
Werner Heisenberg's birth name is Werner Karl Heisenberg.
When was Jochen Heisenberg born?
Jochen Heisenberg was born in 1939.
When was Martin Heisenberg born?
Martin Heisenberg was born in 1940.
When was The Eyes of Heisenberg created?
The Eyes of Heisenberg was created in 1966.
Was Werner Heisenberg Married?
Yes, Werner Heisenberg was married. He was married to Elisabeth Heisenberg, with whom he had seven children.
What is werner's heisenberg?
Werner Heisenberg was born on December 5, 1901.
How many pages does The Eyes of Heisenberg have?
The Eyes of Heisenberg has 158 pages.
When was Werner Heisenberg born?
Werner Heisenberg was born on December 5, 1901.
What is Werner Heisenberg's birthday?
Werner Heisenberg was born on December 5, 1901.
When was Werner Karl Heisenberg born?
Werner Karl Heisenberg was born on 35768.
Who develped a principle that says it is impossible to know both location and mass of an electron at the same time?
Werner Heisenberg developed this principle, known as the Heisenberg Uncertainty Principle.
What is the significance of the Heisenberg picture in the context of the harmonic oscillator?
In the context of the harmonic oscillator, the Heisenberg picture is significant because it allows for a clearer understanding of how the system evolves over time. By focusing on the operators representing the physical quantities rather than the state of the system, the Heisenberg picture provides a more dynamic and intuitive way to analyze the behavior of the harmonic oscillator.
