Sankaran, Parameswaran - Institute of Mathematical Sciences, Chennai, India

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Sankaran, Parameswaran - Institute of Mathematical Sciences, Chennai, India

Minimal models of oriented Grassmannians and applications
arXiv:alggeom/9208001 imsc/July-'92/32
On homeomorphisms and quasiisometries of the real line
Dual Standard Monomial Theoretic Basis and Canonical Basis for Type A
The Order of the Hopf Bundle on Projective Stiefel Manifolds
Dolbeault cohomology of compact complex homogeneous manifolds
Can. Math. Vol. 1323--1339. STABLE PARALLELIZABILITY PARTIALLY ORIENTED FLAG
arXiv:math.AG/0604321v113Apr2006 STANDARD MONOMIAL BASES, MODULI SPACES OF VECTOR
SOME FINITENESS PROPERTIES OF GROUPS AND THEIR AUTOMORPHISM
Michigan Math. J. 57 (2008) Frobenius Splitting of
PROCEEDINGS THE AMERICAN MATHEMATICAL SOCIETY
Orbits of Certain Endomorphisms of Nilmanifolds and Hausdor Dimension
arXiv:math.AG/0506015v215Sep2005 EQUIVARIANT GIAMBELLI AND DETERMINANTAL
Cohomology of toric bundles P.Sankaran and V.Uma
UPPER BOUNDS FOR THE SPAN OF PROJECTIVE STIEFEL MANIFOLDS
On Verma Bases for Representations of K.N. Raghavan and P. Sankaran
K-theory of quasi-toric manifolds P. Sankaran and V. Uma
Bounded automorphisms and quasi-isometries of nitely generated groups
DEGREES OF MAPS BETWEEN GRASSMANN PARAMESWARAN SANKARAN AND SWAGATA SARKAR
Bull. Sci. math. 131 (2007) 493499 www.elsevier.com/locate/bulsci
ALMOST COMPLEX AND COMPLEX STRUCTURES ON REAL PROJECTIVE STIEFEL MANIFOLDS
Comment. Math. Helv. 79 (2004) 840841 0010-2571/04/040840-2
WAHL'S CONJECTURE HOLDS IN ODD CHARACTERISTICS FOR SYMPLECTIC AND ORTHOGONAL GRASSMANNIANS
THE ORDER OF REAL LINE NELZA E. BARUFATTI, DEREK HACON, KEE Y. LAM,
PROCEEDINGS THE AMERICAN MATHEMATICAL SOCIETY