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\begin {itemize }
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\item
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for every $ i > 0 $ , $ \cv {}^3 _i$ is the union of
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- $ \cv {}^1 _i$ and $ \cv {}^2 _i$ ;
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+ $ \cv {}^1 _i$ and $ \cv {}^2 _i$ ,
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\item
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if either $ P^1 _i$ or $ P^2 _i$ is `` array of unknown bound of'' ,
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- $ P^3 _i$ is `` array of unknown bound of'' , otherwise it is $ P^1 _i$ ;
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+ $ P^3 _i$ is `` array of unknown bound of'' , otherwise it is $ P^1 _i$ , and
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\item
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if the resulting $ \cv {}^3 _i$ is different from $ \cv {}^1 _i$ or $ \cv {}^2 _i$ ,
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or the resulting $ P^3 _i$ is different from $ P^1 _i$ or $ P^2 _i$ ,
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- then \tcode {const} is added to every $ \cv {}^3 _k$ for $ 0 < k < i$ .
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+ then \tcode {const} is added to every $ \cv {}^3 _k$ for $ 0 < k < i$ ,
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\end {itemize }
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where $ \cv {}^j_i$ and $ P^j_i$ are the components of
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the cv-decomposition of $ \tcode {T}j$ .
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