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What's Inside the Klein Bottle?

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Sunday, 4 August 2013. For the last few months I have been reading, and writing, about Swiss cheese. So what exactly do I mean when I say Swiss cheese? A (mathematical) Swiss cheese is a closed disk -where closed means the circle surrounding and all the point inside that circle - from which we 'punch out' a collection. A Swiss cheese. The yellow region shows the points in the Swiss cheese set. As an example of a se...

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What's Inside the Klein Bottle? | insidethekleinbottle.blogspot.com Reviews

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What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Sunday, 4 August 2013. For the last few months I have been reading, and writing, about Swiss cheese. So what exactly do I mean when I say Swiss cheese? A (mathematical) Swiss cheese is a closed disk -where closed means the circle surrounding and all the point inside that circle - from which we 'punch out' a collection. A Swiss cheese. The yellow region shows the points in the Swiss cheese set. As an example of a se...

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1 mathematically flavoured cheese

2 classical swiss cheese

3 by rational functions

4 posted by

5 sam morley

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mathematically flavoured cheese,classical swiss cheese,by rational functions,posted by,sam morley,no comments,email this,blogthis,share to twitter,share to facebook,share to pinterest,labels rational approximation,swiss cheese,uniform algebras,ordered

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What's Inside the Klein Bottle? | insidethekleinbottle.blogspot.com Reviews

https://insidethekleinbottle.blogspot.com

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Sunday, 4 August 2013. For the last few months I have been reading, and writing, about Swiss cheese. So what exactly do I mean when I say Swiss cheese? A (mathematical) Swiss cheese is a closed disk -where closed means the circle surrounding and all the point inside that circle - from which we 'punch out' a collection. A Swiss cheese. The yellow region shows the points in the Swiss cheese set. As an example of a se...

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insidethekleinbottle.blogspot.com

1

What's Inside the Klein Bottle?: January 2012

http://insidethekleinbottle.blogspot.com/2012_01_01_archive.html

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Tuesday, 31 January 2012. Milk Relates to Cheese? In my last post, I talked briefly about the dairy products in our fridge, and when I say fridge I mean set, and the relation between them. Since I rushed this description slightly, I wanted to have another go. This relation, unlike the dairy connection, is not an equivalence relation. Of two (or possibly more) sets (fridges). We have an interesting situation her...

2

What's Inside the Klein Bottle?: Mathematically Flavoured Cheese

http://insidethekleinbottle.blogspot.com/2013/08/mathematically-flavoured-cheese.html

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Sunday, 4 August 2013. For the last few months I have been reading, and writing, about Swiss cheese. So what exactly do I mean when I say Swiss cheese? A (mathematical) Swiss cheese is a closed disk -where closed means the circle surrounding and all the point inside that circle - from which we 'punch out' a collection. A Swiss cheese. The yellow region shows the points in the Swiss cheese set. As an example of a se...

3

What's Inside the Klein Bottle?: The Group Extension Problem

http://insidethekleinbottle.blogspot.com/2012/12/the-group-extension-problem.html

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Friday, 21 December 2012. The Group Extension Problem. The group extension problem concerns the ways of constructing different (non-isomorphic) groups, given a collection of simple groups to be used as factors. In fact this problem can be partially solved using cohomology. 1, p 318]. There is also a connection between the first cohomology group and the case when an extension splits. 1 } unlhd H unlhd G, ]. Where th...

4

What's Inside the Klein Bottle?: February 2012

http://insidethekleinbottle.blogspot.com/2012_02_01_archive.html

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Wednesday, 29 February 2012. Some of the most interesting mathematics, from my perspective, comes from looking at complex numbers. That is, numbers which have an imaginary part. Now by imaginary I don't mean that I've made up something. Imaginary numbers exist and are quite necessary in mathematics. They arise from algebra, in the solutions to some equations involving x. So what is an imaginary number? Or even π i.

5

What's Inside the Klein Bottle?: March 2012

http://insidethekleinbottle.blogspot.com/2012_03_01_archive.html

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Friday, 30 March 2012. Harry the Hyperbolic Triangle. This is Harry (the hyperbolic triangle); who was thinner. Harry the Hyperbolic Triangle. As is the case in the hyperbolic plane. Axis, or semicircles, centred on the x. Axis The only real difficulty with this model is that the plane doesn't include the x. Axis itself; the points on the x. Axis are so called ideal. I thought about giving the proof that the angles...

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What's Inside the Klein Bottle?

What's Inside the Klein Bottle? Wanderings in the one-faced world of abstract mathematics. Sunday, 4 August 2013. For the last few months I have been reading, and writing, about Swiss cheese. So what exactly do I mean when I say Swiss cheese? A (mathematical) Swiss cheese is a closed disk -where closed means the circle surrounding and all the point inside that circle - from which we 'punch out' a collection. A Swiss cheese. The yellow region shows the points in the Swiss cheese set. As an example of a se...

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