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Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.

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Quant Strategy for Trading | quant-strategy.com Reviews
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Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.
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Quant Strategy for Trading | quant-strategy.com Reviews

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Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.

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Quant Strategy for Trading: April 2012

http://www.quant-strategy.com/2012_04_01_archive.html

Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.

2

Quant Strategy for Trading: 某broker的developer

http://www.quant-strategy.com/2012/04/brokerdeveloper.html

Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.

3

Quant Strategy for Trading: April 2010

http://www.quant-strategy.com/2010_04_01_archive.html

Quant Strategy for Trading. Wednesday, 28 April 2010. 面经 十四:Bloomberg offer. 背景: 应用数学PhD。 1 What position did you apply for? 2 How much do you know about C? 3 100 层楼,两个鸡蛋问题。 4 8节电池,4节好的,4节坏的。如何找出两节好的来?至少要test多少次,才能找到两节好的? 5 给一个数列,如何找到the 2nd largest number? Onsite: 两组 10am - 2pm. 第一轮: 1小白 1小印(女,校友). 1 给你未来10天的最高气温,如何present给public? 2 两支股票,求出相对浮动(最大值-最小值(要求是最大值出现之后))/平均值。要求给出算法,然后code c 。 3 如何找出纽约州一天内使用最频繁的5个电话号码? 假如一天之内有100万个电话号码被使用(同一个号码用两次算两次),内存有限,该怎么办? 第二轮: 小白manager(看起来很nice). 4) how to price them?

4

Quant Strategy for Trading: 面经29: Google准备总结

http://www.quant-strategy.com/2010/10/29-google.html

Quant Strategy for Trading. Tuesday, 26 October 2010. 刚刚从了google的offer,base 116k,bonus 15%, stock unit 160, relocation. 7500。由于签了保密协议,具体的面试题就不详细透漏了,都是很基本的算法题,. 先说算法,再coding,没有长老级别的难题,也没问什么其他东西,就是算法。听. 我是fresh cs phd,学校排名50左右,找工作开始就将目标定在硅谷,因为喜欢那. 里的天气和中餐,初期也会投些其他地方的大公司,积累积累面试经验。一共拿到. 了A,O,BB,G,M五家大公司的onsite,也许是被人看出来了只想去硅谷,A和BB的. Onsite都挂了 拿到了O和G的,M由于时间太晚决定从了G就没去。另外还有些其. 忙于毕业或者其他事情。诚然,如果将所有知识点,能找到的面试题,教材,复习. 我用的是algorithm in C和programming pearls。CLRS是我算法课的教材,但我觉. 很多,最优解法又相当不容易想的情况下。这样做好处很多&#6...出最佳解法&#6529...

5

Quant Strategy for Trading: September 2010

http://www.quant-strategy.com/2010_09_01_archive.html

Quant Strategy for Trading. Wednesday, 8 September 2010. 面经20:GS Interview question. GS this morning, an East european guy with heavy decent, I barely managed it. And he is a nice person I have to say. 1 you have 10 dollars and I have 5, we toss the coin, if you win I give you. 1 dollar and vice versa, what are the winning probability for each side. 2 many black scholes and binary option questions, like how does delta. Change when volatility changes. I was provided with the numerical value of.

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Quant Strategy for Trading. Monday, 16 April 2012. 请指教的同时,回馈点面试题。谢谢!各种求指点! 1,射手a的射中概率是b的两倍,一天晚上,他们各向歹徒射了一枪,歹徒受伤概率是1. 2,把圆盘分为面积一样的4份,任意两份有边界挨着,怎么分. 3,从A到B两条山路1,2,两车a,b之间绑着一长为L的链条,从A出发,已知他们可以互. 相配合,a走路1,b走路2,最后到达B,保持链条不断掉。现在如果两车上载有半径为L/2. 的大圆盘,a从A出发走路1,b从B出发走路2,问他们能否不相撞各自安全到达目的地. 4,上楼梯一次可以走1阶,或2阶,求上n个台阶有多少不同的走法。费波纳气数列,求. 5,丢筛子,可以得到丢到点数或者选择再丢,最多丢3次,求游戏的合理价格。 6,有n元,丢硬币,正面 1元,负面-1元,到0或100停止,问输光概率. 7, 绿皮书,3个门,两个有虎,一个由公主,问要不要换的。 8,还有其他几个绿皮书的题,记不起来。 比赌钱,直到输光,问怎样的百分比能够使maximize 长期回报。 4, 有关virtual descructor.

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