Every rational exponent in (1,2) is realized by a family of at most 2^a induced forbidden bipartite graphs in K_{s,s}-free hosts, with new optimal induced bounds for theta and prism graphs.
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Induced rational exponents and bipartite subgraphs in $K_{s, s}$-free graphs
Every rational exponent in (1,2) is realized by a family of at most 2^a induced forbidden bipartite graphs in K_{s,s}-free hosts, with new optimal induced bounds for theta and prism graphs.