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11 days ago
Actually L is the classical Lagrangian of the one-dimensional system considered,
Created 11 days ago Β· 22 commentsΒ· 0 likes
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**Actually L is the classical Lagrangian of the one-dimensional system considered, πΏ ( π₯ , π₯ Λ ) = π β π = 1 2 π | π₯ Λ | 2 β π ( π₯ ) \displaystyle L(x and the abovementioned "zigzagging" corresponds to the appearance of the terms exp β‘ ( π β π β π = 1 π + 1 πΏ ( π₯ ~ π , π₯ π β π₯ π β 1 π , π ) ) \displaystyle \exp \left(\frac i\hbar \varepsilon \sum _j=1^n+1L\left(\tilde x_j
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I've had a gummy. Now, I can't quit watching this!
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- Actually L is the classical Lagrangian of the one-dimensional system considered, πΏ ( π₯ , π₯ Λ ) = π β π = 1 2 π | π₯ Λ | 2 β π ( π₯ ) \displaystyle L(x and the abovementioned "zigzagging" corresponds to the appearance of the terms exp β‘ ( π β π β π = 1 π + 1 πΏ ( π₯ ~ π , π₯ π β π₯ π β 1 ...
wow, amazing