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ID:59537215
大小:2.92 MB
页数:52页
时间:2020-11-09
《对联无情对资料讲解.ppt》由会员上传分享,免费在线阅读,更多相关内容在教育资源-天天文库。
1、对联无情对ItallbeginswithachessboardCoveringaChessboard88chessboard21dominoCoverthe88chessboardwiththirty-two21dominoesEnumeration……NumberTheory,Probability,Statistics,Physics,Chemistry,…Archimedes’StomachionPuzzle17,152waysHowdoIlovethee,Letmecounttheways.-E
2、lizabethBarrettBrowningEnumeration一蓑一笠一扁舟一丈竿頭一只鈎一水一拍似一唱一翁獨釣一江秋一字詩∣康熙一卷煙,一片山,幾點雲影,一道水,一條橋,一支櫓聲,一林松,一叢竹,紅葉紛紛;滬杭車中∣徐志摩EnumerationTyger!Tyger!Burningbright,Intheforestsofthenight.WhatimmortalhandoreyeCouldframethyfearfulsymmetry?-WilliamBlakeSymmetry:Polya
3、’sTheoryofCounting……天對地 雨對風爸爸對公公白板對紅中雷隱隱 雨濛濛小姑喚大嫂晚輩稱尊翁人間清暑殿天上廣寒宮對聯又是春殘也如何出翠幃落花人獨立微雨燕雙飛寓目魂將斷經年夢亦非那堪愁向夕蕭颯暮蟾輝《春殘》 翁宏落花人獨立微雨燕雙飛對聯無情對一二三四五六七忠孝仁愛禮義廉贈劉兆漢校長(忘八)(無恥)億萬千百唐元明清兆漢MadamAblewasIereIsawElbaPalindrome迴文潮迴暗浪雪山傾遠浦漁舟釣月明橋對寺門松徑小檻當泉眼水波清迢迢綠樹江天曉靄靄紅霞海日晴遙望四天雲接水碧波千點數鷗輕
4、迴文詩迴文對聯上海自來水來自海上中山歸隱客隱歸山中斗六高材生材高六斗ATruncatedChessboard21dominoCoverthetruncated88chessboardwiththirty-one21dominoesTruncated88chessboardProofofImpossibility21dominoTruncated88chessboardImpossibletocoverthetruncated88chessboardwiththirty-onedominoes.人有
5、悲歡離合,月有陰晴圓缺,此事古難全。水調歌頭-蘇軾Truncated88chessboardProofofImpossibilityImpossibletocoverthetruncated88chessboardwiththirty-onedominoes.Therearethirty-twowhitesquaresandthirtyblacksquares.A21dominoalwayscoversawhiteandablacksquare.ADefectiveChessboardTriomino
6、Any88defectivechessboardcanbecoveredwithtwenty-onetriominoesDefectiveChessboardsAny2n2ndefectivechessboardcanbecoveredwith1/3(2n2n-1)triominoesAny88defectivechessboardcanbecoveredwithtwenty-onetriominoesProvebymathematicalinductionMathematicalInductionTh
7、efirstdominofalls.Ifadominofalls,sowillthenextdomino.Alldominoeswillfall!Toseetheworldinagrainofsand,Andheaveninawildflower,Holdinfinityinthepalmofyourhand,Andeternityinanhour.-WilliamBlakeMathematicalInductionToseetheworldinagrainofsand,Andheaveninawildflow
8、er,Holdinfinityinthepalmofyourhand,Andeternityinanhour.-WilliamBlake從一粒沙看世界,從一朵花看天堂,把永恒納進一個時辰,把無限握在自己手心。一花一世界,一沙一天國,君掌盛無邊,剎那含永劫。一砂窺塵世,一瓣證瑤台;隻手持無量,剎那悟如來。ProofbyMathematicalInductionBasis:n=1Induc
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