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- W3105096822 abstract "It has been shown that there is a sequential embedding structure in a $w_N$ string theory based on a linearized $W_N$ algebra. The $w_N$ string theory is obtained as a special realization of the $w_{N+1}$ string. The $w_{infty}$ string theory is a universal string theory in this sense. We have also shown that there is a similar sequence for $N=1$ string theory. The $N=1 w_N$ string can be given as a special case of the $N=1 w_{N+1}$ string. In addition, we show that the $w_3$ string theory is obtained as a special realization of the $N=1 w_3$ string. We conjecture that the $w_N$ string can be obtained as a special $N=1 w_N$ string for general $w_N$. If this is the case, $N=1 w_{infty}$ string theory is more universal since it includes both $N=0$ and $N=1$ $w_N$ string theories." @default.
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- W3105096822 date "1995-03-10" @default.
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- W3105096822 title "A UNIVERSAL w STRING THEORY" @default.
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- W3105096822 doi "https://doi.org/10.1142/s0217751x95000401" @default.
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