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Bread & Cup

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Bread & Cup | blog.breadncup.com Reviews

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Providing tips for computer s/w such as emacs, wordpress, plugins, (especially, wordpress latex plugins), religion, ubuntu (or linux).

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1

Quotation | Bread & Cup

http://blog.breadncup.com/category/quotation

다음 웹툰, 그래도 되는 家 라는 만화에서 마지막회 대사이다. 명대사중에 하나인 듯 싶다. 너만 가만있으면, 나만 참으면 모두 행복해진다. 이 말 진짜 하면 안될 말이예요. 사랑하는 사람이 고통을 억지로 참는데 어떻게 행복해질 수 있겠어요? November 17, 2015. Leave a comment on 그래도 되는 家. 8220;보폭이 크든 작든 한 걸음, 한 걸음 나아가는 것이 중요하다. 그것이 바로 희망이 작용하는 방식이다. 희망이란, 언제나 한걸음 더 내딛는 것이고, 돌멩이 하나를 더 내던지는 것이다. – 조셉 마셜, 그래도 계속 가라 중에서”. January 12, 2015. January 24, 2015. Leave a comment on 그래도 계속 가라. 누구나 각자 삶의 무게가 있다. 가벼운 무게도 누구에겐 버거울 수 있고, 버거운 무게를 대수롭지 않게 짊어지는 사람도 있다. 네 삶의 무게가 나보다 가벼우니 견대 내라는 것 만큼…. 사람을 외롭게 만드는 건 없다.

2

Web Collection | Bread & Cup

http://blog.breadncup.com/category/web-collection

Ebs에서 방영된 편견에 관련된 방송입니다. 잠재의식에 있는 우리의 편견이 무섭군요. July 23, 2009. Leave a comment on 편견. CERN의 Large Hardon Collider (LHC)에 대해서. CERN에서 만든 현존하는 최고의 Collider인 LHC에 대한 이야기가 쓰여 있습니다. 2008년 9월 9일에 스위스의 제네바에 있는 CERN 에서 Large Hardon Collider를 완성하고 첫 실험을 했습니다. 물론, 진짜 실험은 아니고, LHC가 잘 동작하는지 안하는지 보는 실험으로 한쪽만 Proton Beam을 쏘아서 잘 도는지 (0.999 빛의 속도로) 관찰 해 본 것입니다. 본격적인 실험은 2008년 10월 21일에 잡혀있습니다. 결국에는 이 Standard Model은 우리를 구성하고 있는 물질에 대해서 설명할 수 있고, 특히 질량 (Mass)이 어떻게 해서 존재하는가를 설명해 줄 수 있는 이론입니다. 물론 LHC로 돌려서 얻는 것은 Higgs Boson만...

3

Cook | Bread & Cup

http://blog.breadncup.com/category/cook

미역국에 소고기 대신 돼지고기를 넣어 만드는 방법을 기술했습니다. 미역국을 끓일때는 보통은 쇠고기를 넣습니다. 이유는 잘 모르겠지만, 늘 그렇게 먹어왔습니다. 오늘도 저녁과 내일 아침을 때울 국거리하나를 마련해야 하는데, 오늘의 메뉴는 미역국입니다. 그러나 돼지고기 미역국입니다. 생각만 해도 느끼합니까? 요즘 광우병이다 뭐다 말이 많아서 라고 굳이 변명을 하고 싶지만, 사실은 소고기가 없고, 국거리용 돼지고기만 있길래…. 미역 세줄기 정도, 찌게용 돼지고기 4토막, 참기름 아주 약간, 다진마늘 1/4술, 간장 한술, 소금 1/4술. 미역을 미리 찬물에 불립니다. 불리기전에 먹기좋게 대충 가위질 해서 잘라 두는 것도 좋습니다. 기본 재료는 위와 같습니다. 찌게용 돼지고기를 다음과 같이 썰어 둡니다. 일단 절단된 돼지고기와 다진마늘 1/4술과 간장 한술, 참기름은 아주약간만 넣어 보았습니다. 그러면 다음과 같이 나옵니다. 이제 물을 라면 2인분 하는 정도로 부어버립니다. June 25, 2008.

4

Fun & Game | Bread & Cup

http://blog.breadncup.com/category/fun-and-game

Category: Fun and Game. 내 나름의 나인 결말 (스포일 포함). 간만에 재미있는 한국 드라마를 봤습니다. 타임머신류의 드라마인데, 약간의 머리도 쓰면서 보는 드라마라, 제가 좋아하는 스타일이기도 했습니다. 한국 드라마를 잘 보지 않지만, 몇개는 재미있게 봤었는데, 나인이 그 중의 하나로 또 추가가 될 듯 싶습니다. 송재정작가(저와 같은 학번이라 더 반갑네요.)와의 인터뷰. 에서 볼 수 있듯이, 나인은 9개의 향을 의미하지만, 사실은 10개이죠. 처음에 연습삼아 썼던 것이 있으니까요. 나인의 결말에 대해서는 역시 송재정작가가 열린 결말. 이라고 했듯이, 시청자들이 여러 상상을 할 수 있는 재미도 주었네요. 그래서 나름 다른 분들이 여러 결말에 대한 얘기를 하는 것 같습니다. 이에 저도 제 나름의 상상을 나름의 작가의 스토리보드의 논리에 맞추어서 내봅니다. 우선 작가가 설정한 향의 사용 논리를 살펴보면,. 향은 30분만 사용가능 하다. 과거를 바꾸면, 미래가 바뀐다. 4 Comment...

5

Society | Bread & Cup

http://blog.breadncup.com/category/society

A few weeks ago, I posted an ad for selling our counter top height dining table in craigslist, and received a mail like this:. I really appreciate your response to my email.I want you to consider it sold, pls do withdraw the advert from craigslist to avoid disturbance.I want you to know that i will be paying via bank Cashiercheck .I will like you to provide me with the following. information to facilitate the mailing of the check to you . 1….Full name to write on the check. NAME:= = = = = =MARY DRUMMOND.

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逻辑引擎 » 我在 @知乎 回答了【怎样解释「薛定谔的猫」,能让一个没有高中数学基础的人理解?】

http://zhblog.engic.org/20140219-045337

我在 @知乎 回答了 怎样解释 薛定谔的猫 ,能让一个没有高中数学基础的人理解. 我觉得这里的回答中有许多都没有正确区分 叠加态 和 混合态。 再次提醒,这种分解有无穷多种方法 S = aX bY = a’X’ b’Y’ c’Z’ … = …. 量子力学实验中所谓的测量,就是让 被测量子体系 跟 仪器 观察者 环境 这个大系统发生相互作用。 执行测量操作时, 仪器 观察者 环境 这个大系统跟被测体系的相互作用过程会让被测体系的量子态从其原来所处的量子态迅速演化到测量方式选择的那个特殊 基向量组中的某一个基向量上。 那么测量后被测体系的量子态到底会演化到这个特殊基向量组中的哪一个基向量上呢 这同时取决于 被测量子体系 和 仪器 观 察者 环境 二者在测量之前所处的量子态。 由于后者是个硕大无朋的宏观体系,其具体的量子态信息我们根本就不可能了解 就算把这个信息告诉我们,存储这个 巨大的信息也可能要占满整个宇宙,更不要说利用这些信息进行计算的难度多大了 ,所以我们根本就没可能明确计算测量后被测体系到底会进入测量方式所选定的 哪一个基向量上,只能做统计预测。 思想吧的 思想导航 与 碗是汕头喃 对答.

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逻辑引擎 » 物理

http://zhblog.engic.org/category/phys

上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 徐一鸿教授目前就职于凯维里理论物理研究所 Kavli Institute for Theoretical Physics 和加州大学圣芭芭拉分校 University of California, Santa Barbara 物理系。 徐一鸿教授著有 Quantum Field Theory in Nutshell 果壳中的量子场论 、 Einstein Gravity in a Nutshell 果壳中的爱因斯坦引力 以及科普著作 Fearful Symmetry 可怕的对称,有中译本 、 An Old Man’s Toy 老人的玩具,有中译本 等。 Quantum Field Theory in Nutshell Starting. 章节对应 Quantum Field Theory in a Nutshell. Lecture 1: Who needs QFT? 德拜 P Debye 克努森 M. Knuds...

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逻辑引擎 » 【转】不同寻常的数

http://zhblog.engic.org/20141003-015609

Laquo; 上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 转载者 逻辑引擎 简序 虽然关于超限数的一些理论 特别是大基数 遭到某些直觉主义者或构造主义者的诟病,但对我个人而言,如果非要让我在我所有的知识中挑选出唯一一种美到令我窒息的东西,那就是超限数。 在此, 超限 感谢若干年前将法文原著翻译成中文的 异调 ,这篇文章连英文版我都没找到过,没有 异调 的贡献,中文读者不知道何时才能接触到这篇如此华丽的数学基础科普故事。 最后,一切荣耀归于原作者David MadoreMad-ore 疯子矿 Cantor是个疯子,这位居然是疯子矿,难道超限数的震撼真的只有真正的疯子才能领略么 好吧,能欣赏到如此绝美的东西,我也宁愿当个疯子。 本文链接 http:/ zhblog.engic.org/20141003-015609/. 中译者 异调 原三思科学BBS网友 冷饭,留法数学博士. 乌龟 好笑地 阿列封斯 埃夫伊 绰号 阿列夫伊。 阿基里斯 不理睬乌龟 那幅一片空白的画,取名叫 序数0 ,大概可以算是好创意。 阿基里斯 大吃一惊 是啊 这后面,又有. 在中文版 集异...

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逻辑引擎 » 声明

http://zhblog.engic.org/谁是我的朋友?

PS 上述文字并不是在标榜我的上述个人偏好有多么 崇高 ,这仅仅是我这种特别想避免致命自负而导致偏见的人才特别需要的朋友类型,对绝大部分与我追求不同的人而言完全不适用。 Page created on March 9th, 2012 by 荒唐. Click here to cancel reply. You must be logged in. To post a comment. 思想吧的 思想导航 与 碗是汕头喃 对答. WP Cumulus Flash tag cloud by Roy Tanck. 上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 专栏文章 智能机器将取代甚至消灭人类 大科技 百科新说 无信仰者 专栏文章,请勿转载. 我在 @知乎 回答了 怎样解释 薛定谔的猫 ,能让一个没有高中数学基础的人理解. 专栏文章 智商是一个标准的伪科学概念 大科技 百科新说 无信仰者 专栏文章,请勿转载. 专栏文章 什么是病 大科技 百科新说 无信仰者 专栏文章,请勿转载. Classical and Quantum Gravity.

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逻辑引擎 » 转载

http://zhblog.engic.org/category/转载

转载者 逻辑引擎 简序 虽然关于超限数的一些理论 特别是大基数 遭到某些直觉主义者或构造主义者的诟病,但对我个人而言,如果非要让我在我所有的知识中挑选出唯一一种美到令我窒息的东西,那就是超限数。 在此, 超限 感谢若干年前将法文原著翻译成中文的 异调 ,这篇文章连英文版我都没找到过,没有 异调 的贡献,中文读者不知道何时才能接触到这篇如此华丽的数学基础科普故事。 最后,一切荣耀归于原作者David MadoreMad-ore 疯子矿 Cantor是个疯子,这位居然是疯子矿,难道超限数的震撼真的只有真正的疯子才能领略么 好吧,能欣赏到如此绝美的东西,我也宁愿当个疯子。 本文链接 http:/ zhblog.engic.org/20141003-015609/. 中译者 异调 原三思科学BBS网友 冷饭,留法数学博士. 乌龟 好笑地 阿列封斯 埃夫伊 绰号 阿列夫伊。 阿基里斯 不理睬乌龟 那幅一片空白的画,取名叫 序数0 ,大概可以算是好创意。 阿基里斯 狠狠地瞪乌龟一眼 我才不怕无限呢 我只是担心这么走下去有点单调尤其是快要走完的时候。 乌龟 对极了,华生 多敏锐的观察力啊 [注7]事实正是如此,我们有.

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逻辑引擎 » 逻辑

http://zhblog.engic.org/category/逻辑

April 16th, 2014 荒唐 Categories: 数学. Comments: Comments Off on 自然数的Peano公理系统. 有人认为量子力学是无法用 经典逻辑 刻画的,必须引入一种特别的 量子逻辑 才能准确地刻画量子现象,我将论证这是一种偷换概念式的误解。 Griffiths的 “Consistent Quantum Theory”. 这个 量子逻辑 中的 属性 关于量子态的断言 以及 运算 与、或、非 跟 经典逻辑 中的同名 属性 和 运算 根本就不是一个意思,而作者在使用 量子逻辑 的时候,将 经典逻辑 中得到的关于量子态的结论强行用同名的 量子逻辑 概念进行解释,得出 经典逻辑 不适用于量子力学的含混结论。 为了强调 量子逻辑 跟 经典逻辑 并非是两种分庭抗礼的逻辑,我后面将这种 量子逻辑 全部称为 量子演算。 在介绍 量子演算 之前,先简要介绍一下数理逻辑中的 属性 property 和逻辑运算 包括非、与、或等。 在数理逻辑中, 属性 property 是一个一元关系,它可以作用在论域中的任何一个变元上,返回一个真值。 注意, 无定义 和 假 不一样。 二元演算 ...

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逻辑引擎 » 自然数的Peano公理系统

http://zhblog.engic.org/20140416-100556

Laquo; 专栏文章 智能机器将取代甚至消灭人类 大科技 百科新说 无信仰者 专栏文章,请勿转载. 上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 This entry was posted on Wednesday, April 16th, 2014 at 10:05 by 荒唐 and is filed under 数学. You can follow any responses to this entry through the RSS 2.0. Feed Both comments and pings are currently closed. 思想吧的 思想导航 与 碗是汕头喃 对答. WP Cumulus Flash tag cloud by Roy Tanck. 上海交大暑期邀请著名美籍华裔理论物理学家 徐一鸿 Anthony Zee 教授讲量子场论。 专栏文章 智能机器将取代甚至消灭人类 大科技 百科新说 无信仰者 专栏文章,请勿转载. 我在 @知乎 回答了 怎样解释 薛定谔的猫 ,能让一个没有高中数学基础的人理解.

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逻辑引擎 » 黑洞——初学者关于黑洞形成的一个常见误解

http://zhblog.engic.org/20140227-033922

Laquo; 我在 @知乎 回答了 怎样解释 薛定谔的猫 ,能让一个没有高中数学基础的人理解. 广义相对论初学者了解施瓦希 Schwarzschild 黑洞的时候往往产生这种误解 施瓦希坐标系中黑洞形成过程以及物体落入黑洞都需要无穷长的 坐标时 ,所以严格意义上的黑洞是无法形成的。 这事儿奥本海默 S. Oppenheimer 在1939年就澄清了,世界外部任意位置悬停的观察者确实永远观查不到黑洞视界的形成,也观查不到任何物体在有限时间内落入黑洞视界。 想要同时连续地覆盖到视界内外必须变换到克鲁斯卡坐标系 Kruskal-Szekeres coordinates 或彭罗斯图 Penrose diagram 才行。 This entry was posted on Thursday, February 27th, 2014 at 03:39 by 荒唐 and is filed under 物理. You can follow any responses to this entry through the RSS 2.0. 思想吧的 思想导航 与 碗是汕头喃 对答.

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逻辑引擎 » 黑洞,要么无法形成,要么不会蒸发。

http://zhblog.engic.org/20140127-161227

Laquo; 量子逻辑 仅仅是名字叫做逻辑而已。 我2011年在在JCAP上发表了一篇文章 Black hole never forms, or never evaporates. 我手中未经JCAP排版的修订版,纠正了一些笔误和语法问题 Black hole never forms, or never evaporates. 除了结论,文中还给出了Einstein Field Equation最一般的球对称解,任何 远方渐进平坦的 球对称解都是其特例,包括Schwarzschild,Reissner-Nordstrom,静态流体球,除此之外还覆盖了任何球对称的动态非真空情况。 This entry was posted on Monday, January 27th, 2014 at 16:12 by 荒唐 and is filed under 数学. You can follow any responses to this entry through the RSS 2.0. Feed Both comments and pings are currently closed.

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