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\" \/><\/p>\n<hr \/>\n<h1 id=\"mcetoc_1e528mlhg0\"><strong>\u9898\u76ee<\/strong><\/h1>\n<hr \/>\n<p><span class=\"problemLabel_4PX9F\">2-1<\/span><\/p>\n<div class=\"problem_Yd8rq\">\n<div class=\"ques-view\">\n<p>When solving a problem with input size<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><\/span><\/span><\/span>by divide and conquer, if at each stage the problem is divided into 8 sub-problems of equal size<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><span class=\"mord mathrm\">\/<\/span><span class=\"mord mathrm\">3<\/span><\/span><\/span><\/span>, and the conquer step takes<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">N<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord mathit\">g<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span>to form the solution from the sub-solutions, then the overall time complexity is __.<span class=\"ques-score\">(2\u5206)<\/span><\/p>\n<ol class=\"ques-answer ques-choice ques-list\">\n<li><label><input name=\"ques7\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">N<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord mathit\">g<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques7\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">N<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord\"><span class=\"mord mathit\">g<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques7\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">N<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">3<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord mathit\">g<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques7\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">N<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord scriptstyle uncramped mtight\"><span class=\"mord mathit mtight\">l<\/span><span class=\"mord mathit mtight\">o<\/span><span class=\"mord mathit mtight\">g<\/span><span class=\"mord mathrm mtight\">8<\/span><span class=\"mord mathrm mtight\">\/<\/span><span class=\"mord mathit mtight\">l<\/span><span class=\"mord mathit mtight\">o<\/span><span class=\"mord mathit mtight\">g<\/span><span class=\"mord mathrm mtight\">3<\/span><\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<\/ol>\n<p>T(N) = 8*T(N\/3) + O(N<sup>2<\/sup>logN)<\/p>\n<p>8*f(N\/3) = 8*O(N<sup>2<\/sup>\/9*(logN-log3))<\/p>\n<p>= 8\/9*O(N<sup>2<\/sup>(logN-log3)) &lt; f(N)<\/p>\n<p><span style=\"color: #ff99cc; background-color: #ffff99;\">\u6545\u90091<\/span><\/p>\n<hr \/>\n<p><span class=\"problemLabel_4PX9F\">2-2<\/span><\/p>\n<div class=\"problem_Yd8rq\">\n<div class=\"ques-view\">\n<p>To solve a problem with input size<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><\/span><\/span><\/span>by divide and conquer algorithm, among the following methods, __ is the worst.<span class=\"ques-score\">(2\u5206)<\/span><\/p>\n<ol class=\"ques-answer ques-choice ques-list\">\n<li><label><input name=\"ques8\" type=\"radio\" \/>divide into 2 sub-problems of equal complexity<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><span class=\"mord mathrm\">\/<\/span><span class=\"mord mathrm\">3<\/span><\/span><\/span><\/span>and conquer in<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques8\" type=\"radio\" \/>divide into 2 sub-problems of equal complexity<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><span class=\"mord mathrm\">\/<\/span><span class=\"mord mathrm\">3<\/span><\/span><\/span><\/span>and conquer in<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">N<\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord mathit\">g<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques8\" type=\"radio\" \/>divide into 3 sub-problems of equal complexity<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><span class=\"mord mathrm\">\/<\/span><span class=\"mord mathrm\">2<\/span><\/span><\/span><\/span>and conquer in<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques8\" type=\"radio\" \/>divide into 3 sub-problems of equal complexity<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">N<\/span><span class=\"mord mathrm\">\/<\/span><span class=\"mord mathrm\">3<\/span><\/span><\/span><\/span>and conquer in<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">N<\/span><span class=\"mord mathit\">l<\/span><span class=\"mord mathit\">o<\/span><span class=\"mord mathit\">g<\/span><span class=\"mord mathit\">N<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<\/ol>\n<p>2*T(N\/3) + O(N)<\/p>\n<ul>\n<li>2*f(N\/3) =\u00a0 2*O(N\/3) = 2\/3*O(N) &lt; O(N) =&gt; O(N)<\/li>\n<\/ul>\n<p>2*T(N\/3) + O(NlogN)<\/p>\n<ul>\n<li>2*f(N\/3) = 2*O(N\/3 * (logN-log3)) &lt; O(NlogN) =&gt;O(NlogN)<\/li>\n<\/ul>\n<p>3*T(N\/2) + O(N)<\/p>\n<ul>\n<li>3\/2*O(N) &gt; O(N) =&gt; O(N<sup>log<sub>2<\/sub>3<\/sup>)<\/li>\n<\/ul>\n<p>3*T(N\/3) + O(NlogN)<\/p>\n<ul>\n<li>\u00a0O(NlogN)<\/li>\n<\/ul>\n<p><span style=\"color: #ff99cc; background-color: #ffff99;\">\u6545\u90093\u00a0<\/span><\/p>\n<hr \/>\n<p><span class=\"problemLabel_4PX9F\">2-3<\/span><\/p>\n<div class=\"problem_Yd8rq\">\n<div class=\"ques-view\">\n<p>3-way-mergesort : Suppose instead of dividing in two halves at each step of the mergesort, we divide into three one thirds, sort each part, and finally combine all of them using a three-way-merge. What is the overall time complexity of this algorithm ?<span class=\"ques-score\">(2\u5206)<\/span><\/p>\n<ol class=\"ques-answer ques-choice ques-list\">\n<li><label><input name=\"ques9\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mopen\">(<\/span><span class=\"mop\">lo<span>g<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques9\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">n<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques9\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques9\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<\/ol>\n<\/div>\n<\/div>\n<p>T(N) = 3*f(N\/3) + O(N)<\/p>\n<p>3*f(N\/3) = 3*O(N\/3) = O(N)<\/p>\n<p>=&gt; T(N)\u00a0 = O(N*log<sub>3<\/sub>N)<\/p>\n<p><span style=\"color: #ff99cc; background-color: #ffff99;\">\u6545\u90093\u00a0<\/span><\/p>\n<hr \/>\n<\/div>\n<\/div>\n<\/div>\n<p><label><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mclose\"><\/span><\/span><\/span><\/span><\/label><img src=\"data:image\/png;base64,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\" \/><\/p>\n<hr \/>\n<p><span class=\"problemLabel_4PX9F\">2-4<\/span><\/p>\n<div class=\"problem_Yd8rq\">\n<div class=\"ques-view\">\n<p>Which one of the following is the lowest upper bound of<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">T<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span>for the following recursion<span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">T<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><span class=\"mrel\">=<\/span><span class=\"mord mathrm\">2<\/span><span class=\"mord mathit\">T<\/span><span class=\"mopen\">(<\/span><span class=\"mord sqrt\"><span class=\"sqrt-sign\"><span class=\"style-wrap reset-textstyle textstyle uncramped\">\u221a<\/span><\/span><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"mord textstyle cramped\"><span class=\"mord mathit\">n<\/span><\/span><\/span><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><span class=\"mclose\">)<\/span><span class=\"mbin\">+<\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><\/span><\/span><\/span>?<span class=\"ques-score\">(4\u5206)<\/span><\/p>\n<ol class=\"ques-answer ques-choice ques-list\">\n<li><label><input name=\"ques10\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques10\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mop\">lo<span>g<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques10\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord mathit\">n<\/span><span class=\"mop\">lo<span>g<\/span><\/span><span class=\"mord mathit\">n<\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<li><label><input name=\"ques10\" type=\"radio\" \/><span class=\"katex\"><span class=\"katex-html\" aria-hidden=\"true\"><span class=\"base textstyle uncramped\"><span class=\"mord mathit\">O<\/span><span class=\"mopen\">(<\/span><span class=\"mord\"><span class=\"mord mathit\">n<\/span><span class=\"msupsub\"><span class=\"vlist\"><span><span class=\"fontsize-ensurer reset-size5 size5\">\u200b<\/span><span class=\"reset-textstyle scriptstyle uncramped mtight\"><span class=\"mord mathrm mtight\">2<\/span><\/span><\/span><span class=\"baseline-fix\"><span class=\"fontsize-ensurer reset-size5 size5\"><span>\u200b<\/span><\/span>\u200b<\/span><\/span><\/span><\/span><span class=\"mclose\">)<\/span><\/span><\/span><\/span><\/label><\/li>\n<\/ol>\n<p>\u8bbem = logn \u5219 2<sup>m<\/sup> = n<\/p>\n<\/div>\n<p>T(2<sup>m<\/sup>)=2T(2<sup>m\/2<\/sup>) + m<\/p>\n<p>\u8bbeG(m) = T(2<sup>m<\/sup>)\u00a0 \u5219 G(m) = 2G(m\/2) + m<\/p>\n<p>\u5176\u4e2da = 2,b=2,k=1,p=0 =&gt;G(m) = O(mlogm)<\/p>\n<p>\u7531\u4e8em=logn \u6545 T(N) = O(lognloglogn)<\/p>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>\u9898\u76ee 2-1 When solving a problem with input sizeNby d [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[38,16],"tags":[],"_links":{"self":[{"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts\/1505"}],"collection":[{"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1505"}],"version-history":[{"count":3,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts\/1505\/revisions"}],"predecessor-version":[{"id":1509,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts\/1505\/revisions\/1509"}],"wp:attachment":[{"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1505"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1505"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1505"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}