| Thread | Last Post | Replies |
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| Definitions of homeomorphism and isometry | 05 Apr 2008 09:36 GMT | 8 |
In Section 4.4 of _Real Analysis_ by Haaser and Sullivan, they say:
A function which maps open sets onto open sets is called an open mapping.
They immediately proceed in Definition 4.6, which states:
A function f from a metric space X into a metric space Y is said to
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| solution manual | 04 Apr 2008 15:32 GMT | 3 |
Id like a copy too please!!!!!!!!!!!! can you send it to
jmp85@case.edu
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| How to solve it | 04 Apr 2008 06:51 GMT | 5 |
Hello,
Can anyone help me on this question please ?
Given that
p_n = (p_n-1)' + p(p_n-1) + q_n-1
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| looking for solution | 03 Apr 2008 15:03 GMT | 1 |
i very very busy .
plz send me, solution manual "Economic Growth" 1st edition. David.N
weil
ISBN : 0-201-68026-2
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| limits with 2 variables | 02 Apr 2008 18:26 GMT | 8 |
lim(x,y)->(0,0) of (x^2)(y) / ((x^4) + (y^2))
When I take x_n = 0, y_n = 1/n
x_n = 1/n, y_n = 0
and
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| WARNING: Instructor's Solution Manuals and Test Banks | 01 Apr 2008 20:27 GMT | 3 |
Instructor Solutions Manuals and Test Banks are intended solely for
the use of instructors, and unauthorized distribution harms the
integrity of the educational process. Further, the unauthorized
reproduction of and distribution and/or sale of such copies of these
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| Is a semicircle a major arc, a minor arc, or neither? | 01 Apr 2008 15:06 GMT | 2 |
I need to write a 5-10 paragraph essay on the topic: is a semicircle a major arc or a minor arc and I'm not sure , but I think it's neither. Please let me know is you can help me. THANKS
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