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內(nèi)容簡介

　　本書旨在為數(shù)獨愛好者和學(xué)習(xí)者提供數(shù)獨游戲的規(guī)則和適用性高的解題技巧與解題思路，以幫助讀者了解數(shù)獨游戲，享受解題樂趣。本書介紹了數(shù)獨游戲的定義和規(guī)則，逐條說明求解數(shù)獨問題的運算規(guī)則及其符號，并輔以應(yīng)用實例。本書還依次歸納了數(shù)條普遍適用的運算規(guī)則和一定數(shù)量的數(shù)獨題目，幫助讀者較快適應(yīng)數(shù)獨規(guī)則、輕松實踐上手。

作者簡介

　　馬中騏，浙江杭州（臨平）人，1940年3月生于上海市。曾就讀于蘭州大學(xué)，是中國科學(xué)院shou屆研究生，獲10001號博士學(xué)位證書。曾任中國科學(xué)院高能物理研究所四室研究員、博士生導(dǎo)師、高能物理研究所學(xué)術(shù)委員會委員和高能物理研究所學(xué)位委員會主任、高能物理學(xué)會會員。曾在規(guī)范場理論、大統(tǒng)一理論、磁單極理論、量子散射理論和Levinson定理、量子群理論及其在物理中的應(yīng)用、群論方法在量子理論中的應(yīng)用等方向開展科研工作。重要的科研成果有量子N體系統(tǒng)轉(zhuǎn)動自由度的分離、Levinson定理的證明與推廣、量子群的研究等。諾貝爾獎獲得者楊振寧教授曾評價馬中騏的研究成果是能留得下來的工作。出版的圖書包括《群論及其在物理中的應(yīng)用》、《楊-巴克斯特方程和量子包絡(luò)代數(shù)》、《物理學(xué)中的群論》、《群論習(xí)題精解》、Yang-Baxter equation and quantum enveloping algebras等。

圖書目錄

第1章數(shù)獨及其運算規(guī)則 ···································1
第2章數(shù)獨運算規(guī)則應(yīng)用舉例 ·····························20
2.1 數(shù)獨題目1 ··················································20
2.2 數(shù)獨題目 2 ··················································23
2.3 數(shù)獨題目3 ··················································27
2.4 數(shù)獨題目4 ··················································30
2.5 數(shù)獨題目5 ··················································33
2.6 數(shù)獨題目6 ··················································37
2.7 數(shù)獨題目7 ··················································41
2.8 數(shù)獨題目8 ··················································45
2.9 數(shù)獨題目9 ··················································51
2.10 數(shù)獨題目10 ···············································55
第3章格圈、格鏈及其應(yīng)用 ································56
3.1 格圈和格鏈 ·················································56
3.2 廣義格鏈 ····················································73
3.3 排除法 ·······················································89
第4章數(shù)獨世界難題 ········································ 103
4.1 數(shù)獨難題1 ················································· 105
4.2 數(shù)獨難題2 ················································· 111
4.3 等價的數(shù)獨題目 ···········································116
附錄一移棋相間法 ············································118
附錄二天平秤球 ·············································· 121
附錄三確定帽子顏色 ········································ 129