{"id":1461,"date":"2020-03-16T10:00:19","date_gmt":"2020-03-16T02:00:19","guid":{"rendered":"http:\/\/149.129.74.185\/?p=1461"},"modified":"2020-03-16T10:00:19","modified_gmt":"2020-03-16T02:00:19","slug":"%e9%ab%98%e7%ba%a7%e6%95%b0%e6%8d%ae%e7%bb%93%e6%9e%84-week-3-note-2","status":"publish","type":"post","link":"http:\/\/www.magicmipamipa.com\/?p=1461","title":{"rendered":"[\u9ad8\u7ea7\u6570\u636e\u7ed3\u6784] Week 3 Note 2"},"content":{"rendered":"<h2 id=\"mcetoc_1e3epuard0\">Leftist Heaps and Skew Heaps<\/h2>\n<hr \/>\n<p>\u7a7a\u8def\u5f84 NPL\uff1aNpl(X) = min { Npl(C) + 1 for all C as children of X }<\/p>\n<ul>\n<li>\u5bf9\u4e8e\u5806\u4e2d\u7684\u6bcf\u4e2a\u8282\u70b9X\uff0c\u5de6\u5b50\u8282\u70b9\u7684\u7a7a\u8def\u5f84\u957f\u5ea6\u81f3\u5c11\u4e0e\u53f3\u5b50\u8282\u70b9\u7684\u7a7a\u8def\u5f84\u957f\u5ea6\u76f8\u540c\u3002<\/li>\n<\/ul>\n<p><img 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\" \/><\/p>\n<p><strong>A leftist tree with r nodes on the right path must have at least 2r \u2013 1 nodes.<\/strong><\/p>\n<div class=\"trans-left\">\n<div class=\"trans-input-wrap\">\n<div class=\"input-wrap\" dir=\"ltr\">\n<div class=\"input-operate\"><a href=\"https:\/\/fanyi.baidu.com\/translate?aldtype=16047&amp;query=&amp;keyfrom=baidu&amp;smartresult=dict&amp;lang=auto2zh###\" class=\"operate-btn op-sound data-hover-tip\" data-hover-tip-text=\"\u53d1\u97f3\"><span class=\"icon-sound\"><\/span><\/a><\/p>\n<div class=\"op-favor-container\">\u5728\u53f3\u8def\u5f84\u4e0a\u6709r\u4e2a\u8282\u70b9\u7684\u5de6\u6811\u5fc5\u987b\u81f3\u5c11\u67092<sup>r<\/sup>\u20131\u4e2a\u8282\u70b9\u3002<\/div>\n<div><\/div>\n<div class=\"op-favor-container\">\u5de6\u503e\u5806\u6570\u636e\u7ed3\u6784\uff1a<\/div>\n<div>\n<pre class=\"EnlighterJSRAW\" data-enlighter-language=\"c\">struct TreeNode \r\n{ \r\n  ElementType\t    Element;\r\n  PriorityQueue\t    Left;\r\n  PriorityQueue\t    Right;\r\n  int\t\t    Npl;\r\n} ;\r\n<\/pre>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Leftist Heaps and Skew Heaps \u7a7a\u8def\u5f84 NPL\uff1aNpl(X) = min  [&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\/1461"}],"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=1461"}],"version-history":[{"count":1,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts\/1461\/revisions"}],"predecessor-version":[{"id":1462,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=\/wp\/v2\/posts\/1461\/revisions\/1462"}],"wp:attachment":[{"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1461"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1461"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.magicmipamipa.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1461"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}