Editions of Niven-Zuckerman book on number theory
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There are several editions of this popular introduction to the theory of numbers. Are they substantially different from one another? Do you think the edition in which Hugh Montgomery appears as co-author is the one I should definitely acquire?
Thanks a bunch for your replies!
number-theory elementary-number-theory reference-request reference-works
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add a comment |
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There are several editions of this popular introduction to the theory of numbers. Are they substantially different from one another? Do you think the edition in which Hugh Montgomery appears as co-author is the one I should definitely acquire?
Thanks a bunch for your replies!
number-theory elementary-number-theory reference-request reference-works
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The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
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– DonAntonio
Nov 27 '18 at 19:53
add a comment |
$begingroup$
There are several editions of this popular introduction to the theory of numbers. Are they substantially different from one another? Do you think the edition in which Hugh Montgomery appears as co-author is the one I should definitely acquire?
Thanks a bunch for your replies!
number-theory elementary-number-theory reference-request reference-works
$endgroup$
There are several editions of this popular introduction to the theory of numbers. Are they substantially different from one another? Do you think the edition in which Hugh Montgomery appears as co-author is the one I should definitely acquire?
Thanks a bunch for your replies!
number-theory elementary-number-theory reference-request reference-works
number-theory elementary-number-theory reference-request reference-works
asked Nov 27 '18 at 19:25
Jamai-ConJamai-Con
32919
32919
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The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
$endgroup$
– DonAntonio
Nov 27 '18 at 19:53
add a comment |
$begingroup$
The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
$endgroup$
– DonAntonio
Nov 27 '18 at 19:53
$begingroup$
The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
$endgroup$
– DonAntonio
Nov 27 '18 at 19:53
$begingroup$
The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
$endgroup$
– DonAntonio
Nov 27 '18 at 19:53
add a comment |
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The last edition of some book in sciences and mathematics is usually the most complete, error-free and, in some cases, extended to include new results. I'm not sure in this case but I think this could apply here, too.
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– DonAntonio
Nov 27 '18 at 19:53