Squeeze-and-Excitation Networks (SENet) [time=CVPR 2018] [name=Beijing Momenta Technology Co. Ltd.] [name=Jie Hu, Li Shen, Samuel Albanie, Gang Sun, Enhua Wu] https://bit.ly/mpc_330 first place in ILSVRC 2017 classification challenge

::: info 以下內容和期末考無關 ::: 1. Introduction 理論上，現在 NP-Complete 問題的複雜度至少是指數時間。那要是遇到 NP-Complete 問題該怎麼辦？ 第七章談到：「任一 NP-Complete (以下簡稱 NPC) 問題可在多項式時間內歸約成 3SAT 問題」

Sensorimotor brain dynamics reflect architectural affordances [name=劉昱劭] https://bit.ly/cecnl_0330 感知 perception ~ cognition ~ sensation 動作 action ~ movement ~ motor 感覺動作/感知肌動 sensorimotor

--- tags: C --- # C Supplements  ## bitwise shift operator https://docs.microsoft.com/zh-tw/cpp/c-language/bitwise-shift-operators?view=vs-2019 * 重點（？）  ## sort ref. (考試會附) > qsort() is in <stdlib.h> > > Prototype: > > `void qsort (void* base, size_t num, size_t size, int (*compar)(const void*,const void*));` > > the last parameter is a function pointer that return int type. * sort struct by qsort() * 這篇裡面有講 qsor

--- tags: 107-2, EC, GA --- # 演化計算 Final Exam > [color=#0d965d] 連結：http://bit.ly/EC_exam_0416235 > > [name=**0416235 劉昱劭**]  --- ## 1. GA Let $S_1=$ `**1****10***` and $S_2=$ `*1*0*1******` be two schema * (a) Give the order $o(\cdot)$ and the defining length $\delta(\cdot)$ of $S_1$ & $S_2$ order 表 schema 中被定義位元 (i.e. not don't care) 的數量。 defining length 表第一個和最後一個被定義位元的距離。 $o(S_1)$ = 3, $~\delta(S_1)$ = 9 - 3 = 6 $o(S_2)$ = 3, $~\delta(S_2)$ = 5 - 1 =

--- title: Intro 2 Docker tags: 107-2, slide, docker, LAB description: View the slide with "Slide Mode". --- # Docker  a tool that can create containers 半開源(?)、商業軟體<!-- .element: class="fragment" data-fragment-index="1" --> slide: http://bit.ly/mpcmeet ---- ### Why docker ? * 架測試環境  ----  ---- ### Who need docker ? *