vault backup: 2026-07-30 18:51:09
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"active": "25f5b25d5eca7203",
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"active": "25f5b25d5eca7203",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730185053.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730183145.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730183145.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730183136.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730183136.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730182117.png",
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"SS2026/Quantum Computing/10. Discrete Fourier Transformation/Anhänge/Pasted image 20260730182117.png",
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@@ -235,7 +236,6 @@
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"SS2026/Quantum Computing/9. Bernstein-Vazirani/Anhänge",
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"SS2026/Quantum Computing/9. Bernstein-Vazirani/Anhänge",
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"SS2026/Quantum Computing/8. Ket Notation/Ket Notation.md",
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"SS2026/Quantum Computing/8. Ket Notation/Ket Notation.md",
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"SS2026/Quantum Computing/9. Bernstein-Vazirani",
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"SS2026/Quantum Computing/9. Bernstein-Vazirani",
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"SS2026/Quantum Computing/8. Ket Notation/Anhänge/Pasted image 20260730103836.png",
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"SS2026/Quantum Computing/7. Quantum Circuits/Quantum Circuits.md",
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"SS2026/Quantum Computing/7. Quantum Circuits/Quantum Circuits.md",
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"SS2026/Quantum Computing/8. Ket Notation/Anhänge",
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"SS2026/Quantum Computing/8. Ket Notation/Anhänge",
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"SS2026/Quantum Computing/8. Ket Notation",
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"SS2026/Quantum Computing/8. Ket Notation",
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@@ -18,3 +18,9 @@ For this we only look at N = $2^n$, DFT applied on n qubits.
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Let us look at an example DFT for n = 3:
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Let us look at an example DFT for n = 3:
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![[Pasted image 20260730183136.png]]
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![[Pasted image 20260730183136.png]]
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![[Pasted image 20260730183145.png]]
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![[Pasted image 20260730183145.png]]
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The more general approach works as follows:
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![[Pasted image 20260730185053.png]]
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