I. Penkov

发表

Locally semisimple and maximal subalgebras of the finitary Lie algebras gl(∞), sl(∞), so(∞), and sp(∞)

I. Dimitrov, I. Penkov, 2009 .

Locally semisimple and maximal subalgebras of the finitary Lie algebras $gl(\infty)$, $sl(\infty)$, $so(\infty)$, and $sp(\infty)$

I. Dimitrov, I. Penkov, 2008, 0809.2536.

A Koszul category of representations of finitary Lie algebras

V. Serganova, I. Penkov, Elizabeth Dan-Cohen, 2011, 1105.3407.

Topological tensor representations of gl(V) for a space V of countable dimension

F. Esposito, I. Penkov, 2022, 2206.00654.

Weight modules of direct limit Lie algebras

I. Dimitrov, I. Penkov, 1998, math/9808045.

ON CATEGORIES OF ADMISSIBLE ( g ; sl(2) ) -MODULES

I. Penkov, 2017 .

Bounded weight modules for basic classical Lie superalgebras at infinity

V. Serganova, I. Penkov, D. Grantcharov, 2022, 2205.07138.

On the structure of weight modules

I. Dimitrov, I. Penkov, O. Mathieu, 2000 .

A Reduction Theorem for Highest Weight Modules over Toroidal Lie Algebras

V. Futorny, I. Dimitrov, I. Penkov, 2004 .

Finite-Dimensional Lie Superalgebras

I. Penkov, Crystal Hoyt, 2021, Springer Monographs in Mathematics.

Generic representations of classical Lie superalgebras and their localization

I. Penkov, 1994 .

Null-geodesics of complex Einstein spaces

Y. Manin, I. Penkov, 1982 .

On an Infinite Limit of BGG Categories O

K. Coulembier, I. Penkov, 2018, Moscow Mathematical Journal.

Elements of supergeometry

Y. Manin, A. Voronov, I. Penkov, 1990 .

D-Modules on supermanifolds

I. Penkov, 1983 .

A geometric approach to the linear Penrose transform

I. Penkov, 1985 .

Modular Interfaces: Modular Lie Algebras, Quantum Groups, and Lie Superalgebras

R. Block, I. Penkov, Vyjayanthi Chari, 1997 .

Ind-Varieties of Generalized Flags: A Survey

I. Penkov, M. Ignatyev, 2020, Journal of Mathematical Sciences.

On the Barth-Van de Ven-Tyurin-Sato theorem

A. Tikhomirov, I. Penkov, 2014, 1405.3897.

ON THE LEFSCHETZ THEOREM FOR THE COMPLEMENT OF A CURVE IN

A. Tikhomirov, D. Zagier, M. León, 2017 .

Comparing modular representations of semisimple groups and their Lie algebras

I. Penkov, Vyjayanthi Chari, 1997 .

An algebraic–geometric construction of ind-varieties of generalized flags

A. Tikhomirov, I. Penkov, 2019, Annali di Matematica Pura ed Applicata (1923 -).

On homogeneous spaces for diagonal ind-groups

Lucas Fresse, I. Penkov, 2023, 2303.18146.

Ind-varieties of generalized flags as homogeneous spaces for classical ind-groups

I. Dimitrov, I. Penkov, 2004, math/0403471.

Partially integrable highest weight modules

I. Dimitrov, I. Penkov, 1998 .

Institute for Mathematical Physics Partially Integrable Highest Weight Modules Partially Integrable Highest Weight Modules

I. Dimitrov, I. Penkov, 2009 .

A Bott–Borel–Weil Theorem for Diagonal Ind-groups

I. Dimitrov, I. Penkov, 2009, Canadian Journal of Mathematics.

Developments and Retrospectives in Lie Theory

G. Mason, J. Wolf, I. Penkov, 2014 .

Borel subalgebras of gl(oo)

I. Dimitrov, I. Penkov, 2004 .

The Bott–Borel–Weil Theorem

I. Penkov, Crystal Hoyt, 2021, Springer Monographs in Mathematics.

Characters of Finite-Dimensional Irreducible q(n) -Modules

V. Serganova, I. Penkov, 1997 .

Characters of typical irreducible finite-dimensional q(n) -modules

I. Penkov, 1986 .

Serre duality for projective supermanifolds

I. Penkov, O. V. Ogievetskii, 1984 .

Factorization of representations of quantum affine algebras

I. Penkov, Vyjayanthi Chari, 1997 .

A geometric approach to the linear Penrose transform

I. Penkov, 1985 .

Parabolic and Levi subalgebras of finitary Lie algebras

I. Penkov, Elizabeth Dan-Cohen, 2009, 0904.0398.

Cartan subalgebras of root-reductive Lie algebras

Noah Snyder, I. Penkov, Elizabeth Dan-Cohen, 2006, math/0603004.