06-1350/Homework Assignment 4 - Revision history

Drorbn: Reverted edit of 89.44.152.36, changed back to last version by Drorbn

2007-06-13T14:22:36Z

Reverted edit of 89.44.152.36, changed back to last version by Drorbn

← Older revision		Revision as of 10:22, 13 June 2007
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	==A Bonus Question==		==A Bonus Question==

	Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x y,z) M(x,y z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u v) \epsilon(u)</math>.		Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x+y,z)+M(x,y+z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u+v)+\epsilon(u)</math>.

	==User:Drorbn/06-1350-HW4==		==User:Drorbn/06-1350-HW4==

2007-06-13T13:18:35Z

← Older revision		Revision as of 09:18, 13 June 2007
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	==A Bonus Question==		==A Bonus Question==

	Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x+y,z)+M(x,y+z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u+v)+\epsilon(u)</math>.		Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x y,z) M(x,y z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u v) \epsilon(u)</math>.

	==User:Drorbn/06-1350-HW4==		==User:Drorbn/06-1350-HW4==

2007-05-28T14:50:17Z

Reverted edit of 201.17.190.40, changed back to last version by Karenechu

← Older revision		Revision as of 10:50, 28 May 2007
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	==A Bonus Question==		==A Bonus Question==

	Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x y,z) M(x,y z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u v) \epsilon(u)</math>.		Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x+y,z)+M(x,y+z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u+v)+\epsilon(u)</math>.

	==User:Drorbn/06-1350-HW4==		==User:Drorbn/06-1350-HW4==

2007-05-28T06:36:55Z

← Older revision		Revision as of 02:36, 28 May 2007
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	==A Bonus Question==		==A Bonus Question==

	Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x+y,z)+M(x,y+z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u+v)+\epsilon(u)</math>.		Find the definitive completion of the silliest proof for the existence of exponentials. In other words, find the definitive proof that if <math>M(u,v)</math> is a two-variable power series for which <math>M(y,z)-M(x y,z) M(x,y z)-M(x,y)=0</math>, the there exists a single-variable power series <math>\epsilon(t)</math> for which <math>M(u,v)=\epsilon(v)-\epsilon(u v) \epsilon(u)</math>.

	==User:Drorbn/06-1350-HW4==		==User:Drorbn/06-1350-HW4==

2007-01-12T01:54:41Z

Links

← Older revision		Revision as of 21:54, 11 January 2007
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	[[User:michael/HW4]]		[[User:michael/HW4]]

	[[User:Karenechu/06-1350-HW4]]		[[User:Karenechu/06-1350-HW4]] (posted an attempt on the unzip operation, problem with the delete operation and copied Suzsi's and Andy's work)

2007-01-11T22:03:33Z

Links

2007-01-11T09:18:42Z

2007-01-08T19:53:11Z

Links

2006-12-12T20:34:55Z

← Older revision		Revision as of 16:34, 12 December 2006
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	[[User:zsuzsi/HW4]] (worked out some relations and copied Andy's work)		[[User:zsuzsi/HW4]] (worked out some relations and copied Andy's work)

			[[User:Sankaran/06-1350-HW4]]

2006-12-05T19:01:02Z

← Older revision		Revision as of 15:01, 5 December 2006
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	[[User:Zak/06-1350-HW4]]		[[User:Zak/06-1350-HW4]]

	[[User:zsuzsi/HW4]]		[[User:zsuzsi/HW4]] (worked out some relations and copied Andy's work)
	(worked out some relations and copied Andy's work)