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比赛排行榜 通过数

#492: moriko

Accepted: : 231

#492: ucup-team6748

Accepted: : 231

#492: ucup-team8532

Accepted: : 231

#497: lsj2009

Accepted: : 230

#497: MatrixGroup

Accepted: : 230
どうか どうか どうか | 可是真实的人生,必定是单调、残酷,而缺乏色彩的

#497: ucup-team3586

Accepted: : 230

#497: ucup-team5008

Accepted: : 230

#497: ucup-team7697

Accepted: : 230

#497: YoruKiri

Accepted: : 230

#503: ucup-team5984

Accepted: : 229

#504: Calculatelove

Accepted: : 228
Love all my perfect imperfections.

#504: kjhhjki

Accepted: : 228

#504: qzez

Accepted: : 228
对于无向图的情况,基尔霍夫矩阵为 $K=D-A$,其中 $D$ 为度数矩阵,$A$ 为邻接矩阵。树的个数为去掉 $K$ 一行一列的行列式的值。对于外向树,$D$ 为每个点的入边度数和,内向树相反。此时需要去掉根所在行列。BEST 定理:有向欧拉图的欧拉回路个数为:内向树个数乘以 $\prod\limits_{i=1}^{n}deg_i$,其中 $deg_i$ 为 $i$ 号点的度数。

#504: rainygame

Accepted: : 228

#504: Wansur

Accepted: : 228

#509: cmll02

Accepted: : 227

#509: do_while_true

Accepted: : 227

#509: KnownError_

Accepted: : 227

#509: ucup-team2262

Accepted: : 227

#509: UESTC_MatchaParfait

Accepted: : 227

#514: feecle6418

Accepted: : 226
gyh ak ioi

#515: asdfsdf

Accepted: : 225

#515: chenshi

Accepted: : 225

#515: codeWeirdo

Accepted: : 225

#515: zzzYheng

Accepted: : 225
你好我的朋友

#519: Camille

Accepted: : 224

#519: EasonHe

Accepted: : 224

#519: slyra

Accepted: : 224

#519: ucup-team7532

Accepted: : 224

#519: ucup-team7678

Accepted: : 224

#519: ZnPdCo

Accepted: : 224

#525: 8BQube

Accepted: : 223

#525: andreyDagger

Accepted: : 223

#525: Nanako7_ix

Accepted: : 223
好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死,好想去死。

#525: SoyTony

Accepted: : 223
真実はいつもひとつ

#525: ucup-team2819

Accepted: : 223

#530: ucup-team7411

Accepted: : 222

#531: monirr

Accepted: : 221

#532: Arkweedy

Accepted: : 220

#532: msk_sama

Accepted: : 220

#532: TheBlackFire

Accepted: : 220

#532: xlwang

Accepted: : 220

#536: houzhiyuan

Accepted: : 219

#536: masterhuang

Accepted: : 219
不要逃避自己的命运

#536: Survivor_winner

Accepted: : 219
$$|\mathcal F^\downarrow||\mathcal G^\uparrow|\ge 2^n|\mathcal F^\downarrow\cap \mathcal G^\uparrow|$$

#536: ucup-team4478

Accepted: : 219

#540: ucup-team5656

Accepted: : 218
有点小幽默

#541: aiden3233

Accepted: : 217
came from BOJ...

#541: alex9801

Accepted: : 217

#541: bnsczr

Accepted: : 217

#541: fast_photon

Accepted: : 217

#541: shinonome_ena

Accepted: : 217

#541: ucup-team968

Accepted: : 217

#547: rhineofts

Accepted: : 216

#547: ucup-team6634

Accepted: : 216

#547: ucup-team7774

Accepted: : 216

#547: ucup-team8618

Accepted: : 216

#551: gg_gong

Accepted: : 215
Who am I? Why am I here?

#551: IvanZhang2009

Accepted: : 215

#551: jxy2012

Accepted: : 215

#551: ucup-team3862

Accepted: : 215

#551: ucup-team6852

Accepted: : 215

#551: ucup-team870

Accepted: : 215

#557: chenyx

Accepted: : 214

#557: infCraft

Accepted: : 214

#557: NineSuns

Accepted: : 214

#557: StefanSebez

Accepted: : 214

#557: ucup-team580

Accepted: : 214

#557: ucup-team7582

Accepted: : 214

#563: ucup-team3790

Accepted: : 213

#563: yoy68

Accepted: : 213

#565: liangbowen

Accepted: : 212

#565: Lzy_

Accepted: : 212

#565: sherman2022

Accepted: : 212

#565: ucup-team4938

Accepted: : 212
乌龟风扇俱乐部

#569: gmroh

Accepted: : 211

#569: pk661

Accepted: : 211

#569: ucup-team3966

Accepted: : 211
$$\underline{洹}我\underline{达}美\underline{乐}$$

#569: ucup-team8683

Accepted: : 211

#569: Wu_Ren

Accepted: : 211

#569: zr

Accepted: : 211

#575: diandian2020

Accepted: : 210

#575: treks

Accepted: : 210

#575: ucup-team228

Accepted: : 210

#575: YMH_fourteen

Accepted: : 210
$$4+9+19+10+15+9+14+20=\mathbf{100}$$

#579: yzhang

Accepted: : 208
如果结果不如你所愿,就在尘埃落定前奋力一搏

#580: OIer_Automation

Accepted: : 207

#580: ucup-team123

Accepted: : 207

#580: ucup-team3774

Accepted: : 207

#580: ucup-team8660

Accepted: : 207

#584: frankly6

Accepted: : 206

#584: rui_er

Accepted: : 206
可爱

#584: ucup-team7235

Accepted: : 206

#584: zlxFTH

Accepted: : 206

#588: juan_123

Accepted: : 205

#588: liuhua_e

Accepted: : 205

#590: annyeong1

Accepted: : 204

#590: Federal1Commander

Accepted: : 204

#590: Lenisel

Accepted: : 204

#590: oceeff

Accepted: : 204
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