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<article id="post-新版min25筛(O-n-2-3-)详解" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2019/03/25/新版min25筛(O-n-2-3-)详解/">新版min25筛(O(n^(2/3)))详解</a>
</h1>
<a href="/2019/03/25/新版min25筛(O-n-2-3-)详解/" class="archive-article-date">
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<p>众所周知,min_25曾经使用过一种较为通用的对积性函数求前缀和的亚线性筛法,复杂度为 $O(\frac{n^{0.75}}{logn})$ ,而在去年的11.11日,min_25又在他的个人博客上更新了一种新的求解积性函数前缀和的亚线性筛法,该算法的复杂度优化至了 $O(n^{\frac{2}{3}})$ ,但由于其博客为日文并且有诸多“省略”的地方理解起来较为不容易,因此打算写这么篇文章较为详细地解读这个新做法(勉强算教程向吧)。<br>
<a class="article-more-a" href="/2019/03/25/新版min25筛(O-n-2-3-)详解/#more">more >></a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color4">ACM</a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color3">数论</a>
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<a class="article-more-a" href="/2019/03/25/新版min25筛(O-n-2-3-)详解/">展开全文 >></a>
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<article id="post-cf-1106f" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2019/02/01/cf-1106f/">cf1106f 题解</a>
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<a href="/2019/02/01/cf-1106f/" class="archive-article-date">
<time datetime="2019-02-01T04:37:43.000Z" itemprop="datePublished"><i class="icon-calendar icon"></i>2019-02-01</time>
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<p>应该算是一个比较常见的套路了吧…模意义下乘法转加法然后就是个简单的递推题了。<br>
<a class="article-more-a" href="/2019/02/01/cf-1106f/#more">more >></a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color3">数论</a>
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<a class="article-more-a" href="/2019/02/01/cf-1106f/">展开全文 >></a>
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<article id="post-一种亚线性筛法的详细解读-min-25筛前置" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2018/12/08/一种亚线性筛法的详细解读-min-25筛前置/">一种亚线性筛法的详细解读(min_25筛前置)</a>
</h1>
<a href="/2018/12/08/一种亚线性筛法的详细解读-min-25筛前置/" class="archive-article-date">
<time datetime="2018-12-08T07:02:21.000Z" itemprop="datePublished"><i class="icon-calendar icon"></i>2018-12-08</time>
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<p>很早之前就了解了min_25筛,当时折腾了两三天魔改各种代码之后存下了一个自用的懒人操作的求积性函数前缀和模板。最近又碰到了些筛法的题,并且重新思考了min_25筛,发现他的前置处理很有意思,而且网上的很多教程写的不明不白,故开一贴写下自己的一些见解(伪教程?)。<br>
<a class="article-more-a" href="/2018/12/08/一种亚线性筛法的详细解读-min-25筛前置/#more">more >></a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color4">ACM</a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color3">数论</a>
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<a class="article-more-a" href="/2018/12/08/一种亚线性筛法的详细解读-min-25筛前置/">展开全文 >></a>
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<article id="post-浅谈狄利克雷生成函数" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2018/11/24/浅谈狄利克雷生成函数/">浅谈狄利克雷生成函数</a>
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<a href="/2018/11/24/浅谈狄利克雷生成函数/" class="archive-article-date">
<time datetime="2018-11-24T11:11:04.000Z" itemprop="datePublished"><i class="icon-calendar icon"></i>2018-11-24</time>
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<p>这两天抽空看了点关于生成函数的知识,指数型和普通生成函数在组合数学中基本都学习过了,主要是狄利克雷生成函数比较新颖,遂开一篇博客做一些笔记(理解不到位之处还望指出www)<br>
<a class="article-more-a" href="/2018/11/24/浅谈狄利克雷生成函数/#more">more >></a>
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<a href="javascript:void(0)" class="js-tag article-tag-list-link color3">数学</a>
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<a class="article-more-a" href="/2018/11/24/浅谈狄利克雷生成函数/">展开全文 >></a>
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<article id="post-2018ccpc网络赛1002" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2018/08/26/2018ccpc网络赛1002/">2018ccpc网络赛1002(HDU6439)</a>
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<a href="/2018/08/26/2018ccpc网络赛1002/" class="archive-article-date">
<time datetime="2018-08-26T15:24:54.000Z" itemprop="datePublished"><i class="icon-calendar icon"></i>2018-08-26</time>
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<p>离赛时ac就差了三行代码啊啊啊…十分的遗憾(虽然杭电崩溃事件对能不能过这道题没什么影响,但我就是要甩锅给hdu嘤嘤嘤)。<br>一开始看到这个题其实我觉得是线性筛就可以解决的,直到我发现还有一种特殊情况是需要亚线性筛才能解决…(其实我几乎没做过杜教筛的题呢…这也导致了bug多得起飞直到结束也没调完…)</p>
<p>好的吐槽完毕,那么就进入正文吧。<br>
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<a class="article-title" href="/2018/07/27/hdu6314/">2018杭电多校赛第二场1006题(hdu6314)</a>
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<a href="/2018/07/27/hdu6314/" class="archive-article-date">
<time datetime="2018-07-26T16:48:11.000Z" itemprop="datePublished"><i class="icon-calendar icon"></i>2018-07-27</time>
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<p>还是放一波图<br>
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<article id="post-牛客18多校赛第一场B题" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2018/07/20/牛客18多校赛第一场B题/">牛客18多校赛第一场B题</a>
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<p>就一张图:<br>
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<a class="article-title" href="/2018/03/31/实变函数与泛函分析程其襄4/">实变函数与泛函分析程其襄第四章部分及几道杂题</a>
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<p>第四章只在本子上写了前四题…然后后面推的几个是一些杂题,题号标着了但我也不记得是第几章的了,对一下应该能找到是哪一章的。印象中是当初那本答案书上没有的几道题(答案书真的好多错误疏漏和缺题!),在考前因为答案书上没有所以临时决定做个答案出来(当然,考试并没有考到TAT)<br>
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<article id="post-实变函数与泛函分析程其襄3" class="article article-type-post article-index" itemscope itemprop="blogPost">
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<a class="article-title" href="/2018/03/31/实变函数与泛函分析程其襄3/">实变函数与泛函分析(程其襄)第三章答案</a>
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<p>这里是第三章的答案(仅供参考)<br>
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<a class="article-title" href="/2018/03/31/实变函数与泛函分析程其襄2/">实变函数与泛函分析(程其襄)第二章答案</a>
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<p>这里是第二章的答案(仅供参考)<br>
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