# What about weighted lens spaces (WLS) , as schemes/ algebraic varieties ?

In algebraic geometry weighted projective spaces (WPS) are very popular ! In algebraic topology , WLS have been (cohomologically at least) studied. Roughly speaking , a WPS is almost covered by WLS's (as open subsets). As far as I know, there is no PUBLISHED study or use of WLS, in ALGEBRAIC GEOMETRY. Is it true ?

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