Hello all!

Lately I have been reading a lot about Dempster-Shafer evidence theory

and Random sets theory. Everybody says that they are closely related,

but is there any difference between them?

What is the difference in those approaches?

Does Dempster-Shafer evidence theory supports infinite bodies of

evidence?

Is there any paper that I should read, given that now I am a little bit

familiar with the topic?

Thanks,

Diego

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1. Dempster-Shafer evidence theory vs Random sets theory

2. "Proving" fuzzy set theory as an extension of classic theory?

Hi there,

I am having some trouble understanding an exercise that asks one to

"prove that Zadeh's proposal for Compliment extends the classic

definition of Compliment".

I would really love to understand fully how this can be done - I fear

I am completely missing the point on HOW one would go about proving

such a thing. I am from a programming background and consider myself

a novice at Maths...

I have queried my tutors for further info but while awaiting a

response I thought it would be worth asking the community here for a

"for dummies" step by step explanation which will hopefully open up

the whole concept of PROVING how fuzzy proposals extend classic set

operations.

Thanks in advance for any help on this that you might be able to

offer.

Gav

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