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Full Name: |
Ranjbar-Motlagh, Alireza |
ranjbarm@sharif.edu
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Position:
| Associate Professor Geometric Analysis
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Phone:
| (98-21)6616-5642
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Fax:
| (98-21)6600-5117
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Address:
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Degrees |
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PhD;
Courant Institute, NYU, 1998 |
Research Interests |
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Geometric Analysis |
Research Articles |
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Ranjbar-Motlagh, Alireza Isometries of Lipschitz type function spaces. Math.
Nachr. 291 (2018), no.
11-12, 1899–1907. |
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Ranjbar-Motlagh, Alireza A note on isometries of Lipschitz spaces. J.
Math. Anal. Appl. 411 (2014), no.
2, 555–558. |
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Ranjbar-Motlagh, Alireza An integral type characterization of constant
functions on metric-measure spaces. J. Math. Anal. Appl. 385 (2012), no.
1, 194-201. |
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Ranjbar-Motlagh, Alireza
On harmonic maps from stochastically complete manifolds.
Arch. Math. (Basel)
92
(2009), no. 6,
637–644. |
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Ranjbar-Motlagh, Alireza
Generalized Rademacher-Stepanov type theorem and applications.
Z. Anal. Anwend.
28
(2009), no. 3,
249–275. |
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Ranjbar-Motlagh,
Alireza
A non-existence theorem for isometric immersions.
J. Geom. Phys.
59
(2009), no. 3,
263–266. |
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Ranjbar-Motlagh,
Alireza
An embedding theorem for Sobolev type functions with gradients in a Lorentz
space.
Studia Math.
191 (2009), no. 1,
1–9. |
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Ranjbar-Motlagh,
Alireza
Generalized Stepanov type theorem with applications over metric-measure
spaces.
Houston J. Math.
34 (2008), no. 2,
623–635. |
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Ranjbar-Motlagh,
Alireza
Generalizations of the Liouville theorem.
Differential Geom.
Appl.
26 (2008), no. 3,
339–345. |
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Ranjbar-Motlagh,
Alireza
Poincaré inequality for abstract spaces.
Bull. Austral. Math.
Soc.
71 (2005), no. 2,
193–204. |
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Ranjbar-Motlagh,
Alireza
A note on the Poincaré inequality.
Studia Math.
154 (2003), no. 1,
1–11. |
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Ranjbar-Motlagh,
Alireza
Rigidity of spheres in Riemannian manifolds and a non-embedding theorem.
Bol. Soc. Brasil.
Mat. (N.S.)
32 (2001), no. 2,
159–171. |
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Ranjbar-Motlagh, Alireza; Analysis on
metric-measure spaces. Thesis (Ph.D.)–New York University. 1998. 108 pp.
ISBN: 978-0591-84640-9,
ProQuest LLC,
Thesis
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Ranjbar-Motlagh, Alireza
The action of groups on hyperbolic spaces.
Differential Geom. Appl. 6 (1996), no. 2,
169–180.
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Courses |
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http://calculu.math.sharif.ir |
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