Surveys in Mathematics and its Applications
ISSN1842-6298 (electronic), 1843-7265 (print) Volume5(2010), xx – yy
TITLE OF THE ARTICLE
Author(s) name
Abstract. The purpose of this paper is to ...
1
Introduction
This is ...
2
Section
2.1 Subsection
Algorithm 1. This is an algorithm
Axiom 2. This is an axiom
Case 3. This is a case
Claim 4. This is a claim
Conclusion 5. This is a conclusion
Condition 6. This is a condition
Conjecture 7. This is a conjecture
Corollary 8. This is a corollary
Criterion 9. This is a criterion
Definition 10. This is a definition
Example 11. This is an example
Exercise 12. This is an exercise
2010 Mathematics Subject Classification: 46L05; ... Keywords: Keyword one; keyword two; ....
This work was supported by ...
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2 Author(s) name
Lemma 13. This is a lemma
Proof. This is the proof of the lemma.
Notation 14. This is notation
Problem 15. This is a problem
Proposition 16. This is a proposition
Proof. This is the proof of the proposition.
Remark 17. This is a remark
Solution 18. This is a solution
Summary 19. This is a summary
Theorem 20. This is a theorem
Proof. This is the proof of the theorem.
Acknowledgement. This is an acknowledgement.
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command. The papers include links from the bibliographic entries to the reviews. Please, add the reviewing numbers on both MathSciNet and Zentralblatt.
References
[1] C. Anantharaman-Delaroche, J. Renault, Amenable groupoids, Monographie de L’Enseignement Mathematique No 36, Geneve, 2000. MR1799683(2001m:22005).Zbl 0960.43003.
[2] W. Arveson, An invitation to C∗-algebras, Springer-Verlag, New York, 1976. MR0512360(58 #23621).Zbl 0344.46123.
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Short title 3
[3] L.G. Brown, P. Green, M. Rieffel, Stable isomorphism and strong Morita equivalence of C∗-algebras, Pacific J. Math.71(1977), 349-363.MR0463928(57
#3866). Zbl 0362.46043.
Affiliation Address line 1, Address line 2. e-mail: [email protected] http://www....
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