#2
by あたっしゅ » 1年前
東上☆海美☆「
こういうのこそ chatGPT に喰わせればいいじゃないか。
」
chatGPT「
The 4-qubit full adder circuit can be represented by a series of quantum gates, each performing a specific calculation.
Starting with the input bits (1,1,0,0), the first step would be to apply a CNOT gate on the target qubit (b) controlled by the control qubit (a). This results in a state of (1,0,0,0).
Next, a Toffoli gate is applied, with control qubits (a,b) and target qubit (c), which flips the value of the target qubit (c) if both control qubits (a,b) are in the state "1". This results in the state (1,0,1,0).
Next, another CNOT gate is applied, with control qubit (c) and target qubit (d), which flips the value of the target qubit (d) if the control qubit (c) is in the state "1". This results in the state (1,0,1,1).
Finally, the output of the full adder circuit can be read as the values of the qubits (a,b,c,d), which in this case are (1,0,1,1). The output bits represent the sum (a,b) and the carry (c,d).
」
東上☆海美☆「
英語で回答されたので、機械通訳に突っ込んでみみ。
」
東上☆海美☆「
こういうのこそ chatGPT に喰わせればいいじゃないか。
」
chatGPT「
The 4-qubit full adder circuit can be represented by a series of quantum gates, each performing a specific calculation.
Starting with the input bits (1,1,0,0), the first step would be to apply a CNOT gate on the target qubit (b) controlled by the control qubit (a). This results in a state of (1,0,0,0).
Next, a Toffoli gate is applied, with control qubits (a,b) and target qubit (c), which flips the value of the target qubit (c) if both control qubits (a,b) are in the state "1". This results in the state (1,0,1,0).
Next, another CNOT gate is applied, with control qubit (c) and target qubit (d), which flips the value of the target qubit (d) if the control qubit (c) is in the state "1". This results in the state (1,0,1,1).
Finally, the output of the full adder circuit can be read as the values of the qubits (a,b,c,d), which in this case are (1,0,1,1). The output bits represent the sum (a,b) and the carry (c,d).
」
東上☆海美☆「
英語で回答されたので、機械通訳に突っ込んでみみ。
」