Recent content by Peter Yu
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Undergrad Proof of Commutator Operator Identity
Sorry I do not know. Can you give me some hints.- Peter Yu
- Post #5
- Forum: Quantum Physics
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Undergrad Proof of Commutator Operator Identity
Thank you for your response. Can you enlighten me on the approach.- Peter Yu
- Post #3
- Forum: Quantum Physics
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Undergrad Proof of Commutator Operator Identity
Hi All, I try to prove the following commutator operator Identity used in Harmonic Oscillator of Quantum Mechanics. In the process, I do not know how to proceed forward. I need help to complete my proof. Many Thanks.- Peter Yu
- Thread
- Commutator Identity Operator Proof
- Replies: 7
- Forum: Quantum Physics
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Matrix form of Density Operator
Hi Shyan and Dyatloc, Heartfelt thank for your assistance. I need some time to absorb your explanation. Many Thanks Peter- Peter Yu
- Post #4
- Forum: Quantum Physics
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Matrix form of Density Operator
Hi All, I have spent hours trying to understand the matrix form of Density Operator. But, I fail. Please see page 2 of the attached file. (from the book "Quantum Mechanics - The Theoretical Minimum" page 199). Most appreciated if someone could enlighten me this. Many thanks in advance. Peter Yu- Peter Yu
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- Density Density operator Form Matrix Operator
- Replies: 3
- Forum: Quantum Physics
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Derivation of Time Dependent Schrodinger Equation
Hi Shyan, Many Many thank for your help! Regards, Peter Yu- Peter Yu
- Post #3
- Forum: Quantum Physics
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Derivation of Time Dependent Schrodinger Equation
Hi All, I have problem in understanding one step in the derivation of the time dependent Schrodinger Equation. Please see attached file page 2 (marked in red). Most grateful if someone can help! Peter Yu (This is from Quantum Mechanics The Theoretical Minimum Page 99-102)- Peter Yu
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- Derivation Schrödinger Schrodinger equation Time Time dependent
- Replies: 2
- Forum: Quantum Physics
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Help with Density Operators: Peter Yu Seeks Assistance
Hi All, I got it now! Thank you very much for your help! Regards!- Peter Yu
- Post #10
- Forum: Quantum Physics
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Help with Density Operators: Peter Yu Seeks Assistance
Hi DrClaude, First of all many thanks for your kind assistance. I do not understand both side. Regards, Peter Yu- Peter Yu
- Post #8
- Forum: Quantum Physics
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Help with Density Operators: Peter Yu Seeks Assistance
Hi All, Thank you very much your all your help! Now I understand the first part on the first page. But I still have difficulty on the second part on the second page of my attached file. Thank again! Peter Yu- Peter Yu
- Post #6
- Forum: Quantum Physics
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Help with Density Operators: Peter Yu Seeks Assistance
I have difficulty in understanding the Density Operator. Please see attached file. (From the Book " Quantum Mechanics Demystified Page 250) Most grateful if someone could help! Here is the attached file! Peter Yu- Peter Yu
- Post #2
- Forum: Quantum Physics
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Help with Density Operators: Peter Yu Seeks Assistance
I have difficulty in understanding the Density Operator. Please see attached file. (From the Book " Quantum Mechanics Demystified Page 250) Most grateful if someone could help! Peter Yu- Peter Yu
- Thread
- Density Operators
- Replies: 9
- Forum: Quantum Physics
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Proof of Cauchy-Schwarty Inequality
Hi Steven, I do not know the Latex code. Can you write a fraction (in your equation) by using the edit window bar? And how can use the X squared icon in the edit window bar? Thanks- Peter Yu
- Post #7
- Forum: Quantum Physics
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Proof of Cauchy-Schwarty Inequality
Hi Steven, Thank you. You are smart! I think you are right! By the way, how do you input your equation in the above message? I cannot input the equation using the key board.- Peter Yu
- Post #5
- Forum: Quantum Physics
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Proof of Cauchy-Schwarty Inequality
Hi Elite, Many thank! I still cannot understand. Perhaps this can help: If : | f > = |a > - < b | a> ( | b >) Then: < f | = ??- Peter Yu
- Post #3
- Forum: Quantum Physics