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    # 2024-04-30, 05-02 討論簡記 :::success ![image](https://hackmd.io/_uploads/S10cDraZ0.png) "**You never fail until you stop trying.**" ― Albert Einstein (當你停下嘗試的腳步,就意味著失敗) ::: ## fns 的改進 > [[PATCH] bitops: Optimize fns() for improved performance](https://lore.kernel.org/mm-commits/20240426190857.BB28FC2BD10@smtp.kernel.org/) [第 2 週測驗題](https://hackmd.io/@sysprog/linux2024-quiz2)的測驗 3:「考慮 `find_nth_bit` 可在指定的記憶體空間找出第 N 個設定的位元」,取自 Linux 核心的 `fns` 函式,引導學員提出改進。 [FNS 比較](https://hackmd.io/@david96514/HJoPc_YeR) > 延伸閱讀: [Refining Data Structure Implementations in the Linux Kernel for Improved Performance](https://youtu.be/3Wk8fZVdbZo) ## zack-404 > [Homework5](https://hackmd.io/@zack-404/2023q1Homewotk5) 第三週 - 浮點數 ``` $ python >>> 0.1 + 0.2 == 0.3 False >>> 0.1 + 0.2 0.30000000000000004 >>> 0.3 0.29999999999999999 ``` 如何讓 0.1 + 0.2 == 0.3 成立 不同語言會有不同的 $\epsilon$ 去界定相等 python: `float_info.epsilon = 2.2e-16` c++: `std::numeric_limits<float>::max_digits10 = 6` ## jimmy01240397 > [Homework1](https://hackmd.io/@Jimmy01240397/linuxkernal2024-homework1) https://github.com/torvalds/linux/blob/master/lib/list-test.c 以計算機結構來講為何會比較快: 1. 降低分支 2. cache ``` commit c0d15cc7ee8c0d1970197d9eb1727503bcdd2471 Author: Dave Jones <davej@redhat.com> Date: Tue Jul 16 22:44:08 2013 -0400 linked-list: Remove __list_for_each ``` ``` commit 75d65a425c0163d3ec476ddc12b51087217a070c Author: Linus Torvalds <torvalds@linux-foundation.org> Date: Thu May 19 13:50:07 2011 -0700 hlist: remove software prefetching in hlist iterators ``` ## 164253 ### 如何有效的測試 sort #### 背景狀況 現有的 kernel 在 lib 下有 test_sort.c 和 test_list_sort.c 兩筆測試,但觀察可以發現實作上十分簡陋,是否穩定、原地排序、最差狀況等都沒有測試,同樣的 rbtree_test.c 也沒有測試速 這點和我原先的預期差距極大,這麼大一個 linux kernel 居然連基本的時間複雜度都沒測。 #### 過於複雜的測試方法 由於考慮到潮汐現象(此處特指測試程式常因外部干擾,造成時間浮動極大),我原本提出測多種不同的資料總數,並微分且計算增長率,推斷是 $n^2$ 或 $n\log_2n$ 。 但老師指出潮汐現象在 kernel 中容易解決,只需要在測試時禁止搶占、並關掉或暫停終端等,因此不是嚴重的問題。 且對於 kernel 來說,需要的是較簡易且大致的測試,需要考慮每次測試不能有太大的時間成本,先提供較主要的測試內容,細節交由開發者處理即可。 #### 改進的方法 意料之外的,就和各類競賽一樣,由於一秒可以估算為能跑 $10^8\sim10^9$ 個運算,帶入 $n=5\times10^5$ 和 $n=10^6$ 就可大致排除 $n^2$ 的作法,且每次測試僅需一秒。 而我原先也提出可能會卡常數等問題,但可以用 linux kernel 中現有的實作估算常數。 #### kernel 中其他類似的不足 顯然的, lib 中 test 系列之程式碼都有些簡陋,例如 rbtree, hashtable 和其他常見的資料結構。 尤其 hashtable 甚至沒有對多個相同 key 的複雜度做測試。 rbtree 也仍是教科書上常見的實作方式,而不是競賽中數年前一致認定程式碼極短又簡潔、速度更快、且支援所有 treap 和 splay tree 操作的范浩強無旋 treap 。 (註:范浩強 treap 其中一個重要部分就是根據馬可夫鍊,以保證樹的平衡,也因此保證比起旋轉這種高成本的操作,用切割替代是不會造成錯誤的方法) > 先前有人提過相同的改進,但最後未獲收錄,待寫出完整測試並確認速度 #### 額外發現的效益 長期以來潮汐效應對競賽圈是非常嚴重的困擾,記憶體限制也常是用 page fault 等方式偵測,而使用者塞入惡意程式碼,更改答案或偷看測資,或者試圖癱瘓系統等問題更沒有有效的解決方法,現有處理是開一個沙箱,然後賭大家打不穿他。 lab0 中對記憶體的處理方式,以及上述的潮汐解決方法,對競賽都是有重大效益的東西。 > 額外的待解決問題:如何解決拿到 pid 後,被 kernel 回收而程式卻不知道的現象。 ## vax-r > [Homework6](https://hackmd.io/@vax-r/linux2024-homework6) `getcpu()`, `putcpu()` 如何實作? --- :::info :information_source: 若你想在課堂討論,請標示 GitHub 帳號名稱,伴隨著第五次或第六次作業的超連結。 ::: > [2024 年開放原始碼專案協作](https://hackmd.io/@sysprog/ByLJ8DUFT) ## SHChang-Anderson ## LULser0204 https://hackmd.io/@LULser/linux2024-homework5 lvalue C99 6.3.2.1 p.46 >The name ‘‘lvalue’’ comes originally from the assignment expression E1 = E2, in which the left operand E1 is required to be a (modifiable) lvalue. It is perhaps better considered as representing an object ‘‘locator value’’. What is sometimes called ‘‘rvalue’’ is in this International Standard described as the ‘‘value of an expression’’. >An obvious example of an lvalue is an identifier of an object. As a further example, if E is a unary expression that is a pointer to an object, *E is an lvalue that designates the object to which E points. ## marvin0102 ## HenryChaing 我 kernel module 無法 rmmod.

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