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<h1 class="libtitle">Library additions.BinaryStrat</h1>

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Binary strategy, according to Bergeron, Brlek et al.

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Let be a positive number. We associate to the half of .

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<span class="id" title="keyword">Require</span> <span class="id" title="keyword">Import</span> <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Arith.Arith.html#"><span class="id" title="library">Arith</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.NArith.NArith.html#"><span class="id" title="library">NArith</span></a> <a class="idref" href="additions.Pow.html#"><span class="id" title="library">Pow</span></a> <a class="idref" href="additions.Compatibility.html#"><span class="id" title="library">Compatibility</span></a> <a class="idref" href="additions.More_on_positive.html#"><span class="id" title="library">More_on_positive</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.micromega.Lia.html#"><span class="id" title="library">Lia</span></a>.<br/>
<span class="id" title="keyword">Require</span> <span class="id" title="keyword">Export</span> <a class="idref" href="additions.Strategies.html#"><span class="id" title="library">Strategies</span></a>.<br/>

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<span class="id" title="keyword">Open</span> <span class="id" title="keyword">Scope</span> <span class="id" title="var">positive_scope</span>.<br/>

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<span class="id" title="keyword">Definition</span> <a id="half" class="idref" href="#half"><span class="id" title="definition">half</span></a> (<a id="p:1" class="idref" href="#p:1"><span class="id" title="binder">p</span></a>:<a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#positive"><span class="id" title="inductive">positive</span></a>) :=<br/>
&nbsp;&nbsp;<span class="id" title="keyword">match</span> <a class="idref" href="additions.BinaryStrat.html#p:1"><span class="id" title="variable">p</span></a> <span class="id" title="keyword">with</span> <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#xH"><span class="id" title="constructor">xH</span></a><a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#xH"><span class="id" title="constructor">xH</span></a><br/>
&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;| <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#xI"><span class="id" title="constructor">xI</span></a> <span class="id" title="var">q</span> | <a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#xO"><span class="id" title="constructor">xO</span></a> <span class="id" title="var">q</span><span class="id" title="var">q</span><br/>
&nbsp;&nbsp;<span class="id" title="keyword">end</span>.<br/>

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<span class="id" title="keyword">Definition</span> <a id="two" class="idref" href="#two"><span class="id" title="definition">two</span></a> (<a id="p:3" class="idref" href="#p:3"><span class="id" title="binder">p</span></a>:<a class="idref" href="http://coq.inria.fr/distrib/V8.15.0/stdlib//Coq.Numbers.BinNums.html#positive"><span class="id" title="inductive">positive</span></a>) := 2%<span class="id" title="var">positive</span>.<br/>

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#[ <span class="id" title="var">global</span> ] <span class="id" title="keyword">Instance</span> <a id="Binary_strat" class="idref" href="#Binary_strat"><span class="id" title="instance">Binary_strat</span></a> : <a class="idref" href="additions.Strategies.html#Strategy"><span class="id" title="class">Strategy</span></a> <a class="idref" href="additions.BinaryStrat.html#half"><span class="id" title="definition">half</span></a>.<br/>

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#[ <span class="id" title="var">global</span> ] <span class="id" title="keyword">Instance</span> <a id="Two_strat" class="idref" href="#Two_strat"><span class="id" title="instance">Two_strat</span></a> : <a class="idref" href="additions.Strategies.html#Strategy"><span class="id" title="class">Strategy</span></a> <a class="idref" href="additions.BinaryStrat.html#two"><span class="id" title="definition">two</span></a>.<br/>
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