Dražen Adamović

发表

A family of regular vertex operator algebras with two generators

Dražen Adamović, 2007 .

On parafermion vertex algebras of $\frak{sl}(2)_{-3/2}$ and $\frak{sl}(3)_{-3/2}$

Dražen Adamović, A. Milas, Qing Wang, 2020, 2005.02631.

On irreducibility of modules of Whittaker type for cyclic orbifold vertex algebras

Veronika Pedic Tomic, Dražen Adamović, C. Lam, 2018, Journal of Algebra.

On coset vertex algebras with central charge 1

Dražen Adamović, Ozren Perše, 2010 .

Vertex Algebras W ( p ) A m and W ( p ) D m and Constant Term Identities ?

Dražen Adamović, Xianzu Lin, A. Milas, 2018 .

Vertex Algebras $\mathcal{W}(p)^{A_m}$ and $\mathcal{W}(p)^{D_m}$ and Constant Term Identities

Dražen Adamović, Xianzu Lin, A. Milas, 2015, 1503.01542.

ADE SUBALGEBRAS OF THE TRIPLET VERTEX ALGEBRA $\mathcal{W}(p)$: A-SERIES

Dražen Adamović, Xianzu Lin, A. Milas, 2013 .

On W-algebra extensions of (2,p) minimal models: p > 3

Dražen Adamović, A. Milas, 2011, 1101.0803.

On irreducibility of modules of Whittaker type: twisted modules and nonabelian orbifolds

Veronika Pedic Tomic, Dražen Adamović, C. Lam, 2022, 2212.14137.

Free field realization of the twisted Heisenberg-Virasoro algebra at level zero and its applications

Dražen Adamović, G. Radobolja, 2014, 1405.1707.

The N = 1 super Heisenberg–Virasoro vertex algebra at level zero

Dražen Adamović, G. Radobolja, Berislav Jandrić, 2020, Journal of Algebra and Its Applications.

Self-dual and logarithmic representations of the twisted Heisenberg–Virasoro algebra at level zero

Dražen Adamović, G. Radobolja, 2017, Communications in Contemporary Mathematics.

On Free Field Realizations of W(2,2)-Modules

Dražen Adamović, G. Radobolja, 2016, 1605.08608.

On W-algebras associated to (2,p) minimal models and their representations

Dražen Adamović, A. Milas, 2009, 0908.4053.

Classification of irreducible modules of certain subalgebras of free boson vertex algebra

Dražen Adamović, 2002, math/0207155.

A REALIZATION OF CERTAIN MODULES FOR THE N = 4 SUPERCONFORMAL ALGEBRA AND THE AFFINE LIE ALGEBRA A2(1)

Dražen Adamović, 2015, Transformation Groups.

A REALIZATION OF CERTAIN MODULES FOR THE N = 4 SUPERCONFORMAL ALGEBRA AND THE AFFINE LIE ALGEBRA A2(1)

Dražen Adamović, 2014, 1407.1527.

Relaxed and logarithmic modules of $\widehat{\mathfrak{sl}_3}$

Thomas Creutzig, Drazen Adamovic, Naoki Genra, 2021, 2110.15203.

On principal realization of modules for the affine Lie algebra $A_1 ^{(1)}$ at the critical level

N. Jing, K. Misra, Dražen Adamović, 2015, 1512.03160.

Whittaker modules for the affine Lie algebra A_1 ^(1)

Dražen Adamović, K. Zhao, R. Lu, 2014, 1409.5354.

REPRESENTATIONS OF THE VERTEX ALGEBRA W 1+∞ WITH A NEGATIVE INTEGER CENTRAL CHARGE

Dražen Adamović, 2001 .

Representations of N=2 superconformal vertex algebra

Dražen Adamović, 1998, math/9809141.

Vertex operator algebras and irreducibility of certain modules for affine Lie algebras

Dražen Adamović, 1997 .

On the representation theory of the vertex algebra L−5/2(sl(4))

Dražen Adamović, Ozren Perše, Ivana Vukorepa, 2021, Communications in Contemporary Mathematics.

On Extensions of Affine Vertex Algebras at Half-Integer Levels

Dražen Adamović, Ozren Perše, 2017 .

C2-Cofinite $\mathcal{W}$-Algebras and Their Logarithmic Representations

Dražen Adamović, A. Milas, 2014 .

Vertex operator (super)algebras and LCFT

Dražen Adamović, A. Milas, 2013 .

C_2-cofinite W-algebras and their logarithmic representations

Dražen Adamović, A. Milas, 2012, 1212.6771.

Fusion rules and complete reducibility of certain modules for affine Lie algebras

Dražen Adamović, Ozren Perše, 2012, 1207.7177.

Some General Results on Conformal Embeddings of Affine Vertex Operator Algebras

Dražen Adamović, Ozren Perše, 2011, Algebras and Representation Theory.

Some General Results on Conformal Embeddings of Affine Vertex Operator Algebras

Dražen Adamović, Ozren Perše, 2011, 1101.4484.

The N = 1 Triplet Vertex Operator Superalgebras

Dražen Adamović, A. Milas, 2007, 0712.0379.

Representations of certain non-rational vertex operator algebras of affine type

Dražen Adamović, Ozren Perše, 2007, math/0702018.

Lie Superalgebras and Irreducibility of $$A_1^{(1)}$$ –Modules at the Critical Level

Dražen Adamović, 2006, math/0602181.

Lie Superalgebras and Irreducibility of A

Dražen Adamović, 2006 .

A construction of admissible -modules of level

Dražen Adamović, 2005 .

A construction of admissible $A_1^{(1)}$-modules of level $-{4/3}$

Dražen Adamović, 2004, math/0401023.

A Construction of Admissible A

Dražen Adamović, 2004 .

Regularity of certain vertex operator algebras with two generators

Dražen Adamović, 2001, math/0111055.

Vertex Algebra Approach to Fusion Rules for N = 2 Superconformal Minimal Models

Dražen Adamović, 2001 .

A construction of some ideals in affine vertex algebras

Dražen Adamović, 2001, math/0103006.

Rationality of unitary N=2 vertex operator superalgebras

Dražen Adamović, 1999, math/9909055.

Representations of the vertex algebra $W_{1+\infty}$ with a negative integer central charge

Dražen Adamović, 1999, math/9904057.

Representations of vertex algebras

Dražen Adamović, 1998 .

On the triplet vertex algebra W(p)

Dražen Adamović, A. Milas, 2007, 0707.1857.

On parafermion vertex algebras of 𝔰𝔩(2) and 𝔰𝔩(3) at level −3 2

Dražen Adamović, A. Milas, Qing Wang, 2020 .

Weight module classifications for Bershadsky--Polyakov algebras

Dražen Adamović, David Ridout, Kazuya Kawasetsu, 2023, 2303.03713.

Lattice construction of logarithmic modules for certain vertex algebras

Dražen Adamović, A. Milas, 2009, 0902.3417.

Logarithmic intertwining operators and W(2,2p−1) algebras

Dražen Adamović, A. Milas, 2007, math/0702081.

BERSHADSKY–POLYAKOV VERTEX ALGEBRAS AT POSITIVE INTEGER LEVELS AND DUALITY

Dražen Adamović, Ana Kontrec, 2020, Transformation Groups.

A realisation of the Bershadsky–Polyakov algebras and their relaxed modules

Dražen Adamović, David Ridout, Kazuya Kawasetsu, 2020, Letters in Mathematical Physics.

Realizations of Simple Affine Vertex Algebras and Their Modules: The Cases $${\widehat{sl(2)}}$$sl(2)^ and $${\widehat{osp(1,2)}}$$osp(1,2)^

Dražen Adamović, 2019, Communications in Mathematical Physics.

Realizations of simple affine vertex algebras and their modules: the cases $\widehat{sl(2)}$ and $\widehat{osp(1,2)}$

Dražen Adamović, 2017, 1711.11342.

Vertex operator algebras associated to modular invariant representations for $A_1 ^{(1)}$

Dražen Adamović, A. Milas, 1995, q-alg/9509025.

Some Rational Vertex Algebras

Dražen Adamović, 1995, q-alg/9502015.

Tensor category $KL_k(\mathfrak{sl}_{2n})$ via minimal affine $W$-algebras at the non-admissible level $k =-\frac{2n+1}{2}$

Dražen Adamović, T. Creutzig, Ozren Perše, 2022, 2212.00704.

On fusion rules and intertwining operators for the Weyl vertex algebra

Dražen Adamović, Veronika Pedić, 2019, Journal of Mathematical Physics.

An explicit realization of logarithmic modules for the vertex operator algebra W_{p,p'}

Dražen Adamović, A. Milas, 2012, 1202.6667.

The structure of Zhu's algebras for certain W-algebras

Dražen Adamović, A. Milas, 2010, 1006.5134.

ON SOME VERTEX ALGEBRAS RELATED TO V sl AND THEIR CHARACTERS

Dražen Adamović, A. Milas, 2020 .

A duality between vertex superalgebras $L_{-3/2}(\mathfrak{osp}(1\vert 2))$ and $\mathcal V^{(2)}$ and generalizations to logarithmic vertex algebras

Drazen Adamovic, Qing Wang, Dražen Adamović, 2021, 2109.06475.

The Vertex Algebras $$\mathcal {R}^{(p)}$$ and $$\mathcal {V}^{({p})}$$

Dražen Adamović, T. Creutzig, Jinwei Yang, 2020, 2001.08048.

Some applications and constructions of intertwining operators in Logarithmic Conformal Field Theory

Dražen Adamović, A. Milas, 2017 .

The Vertex Algebras R ( p ) and V ( p )

Dražen Adamović, T. Creutzig, Jinwei Yang, 2021 .

Conformal embeddings of affine vertex algebras in minimal W-algebras II: decompositions

V. Kac, Dražen Adamović, Ozren Perše, 2016, 1604.00893.

Conformal embeddings of affine vertex algebras in minimal W-algebras I: Structural results

V. Kac, Dražen Adamović, Ozren Perše, 2016, 1602.04687.

Finite vs. Infinite Decompositions in Conformal Embeddings

V. Kac, Dražen Adamović, Ozren Perše, 2015, 1509.06512.

ADE subalgebras of the triplet vertex algebra W(p): A-series

Dražen Adamović, Xianzu Lin, A. Milas, 2012, 1304.5711.

A duality between vertex superalgebras L−3/2

Dražen Adamović, Qing Wang, 2023, Journal of Algebra.

On Zhu's algebra and C2–algebra for symplectic fermion vertex algebra SF(d)+

Dražen Adamović, Ante Ceperic, 2020, 2005.13842.

Kostant Pairs of Lie Type and Conformal Embeddings

V. Kac, Dražen Adamović, Ozren Perše, 2018, Springer INdAM Series.

On the classification of non-equal rank affine conformal embeddings and applications

V. Kac, Dražen Adamović, Ozren Perše, 2018, Selecta Mathematica.

On the classification of non-equal rank affine conformal embeddings and applications

V. Kac, Dražen Adamović, Ozren Perše, 2017, 1702.06089.

Finite vs. Infinite Decompositions in Conformal Embeddings

V. Kac, Dražen Adamović, Ozren Perše, 2016, Communications in Mathematical Physics.

Classification of irreducible modules for Bershadsky–Polyakov algebra at certain levels

Dražen Adamović, Ana Kontrec, 2019, Journal of Algebra and Its Applications.

An Application of Collapsing Levels to the Representation Theory of Affine Vertex Algebras

V. Kac, Dražen Adamović, Ozren Perše, 2018, International Mathematics Research Notices.

A classification of irreducible Wakimoto modules for the affine Lie algebra $A_1 ^{(1)}$

Dražen Adamović, 2014, 1402.6100.

Relaxed and logarithmic modules of $$\widehat{{{\mathfrak {s}}}{{\mathfrak {l}}}_3}$$

Dražen Adamović, T. Creutzig, Naoki Genra, 2023, Mathematische Annalen.

Lie Algebras, Vertex Operator Algebras, and Related Topics

Dražen Adamović, A. Milas, 2017 .

The Vertex Algebras R(p)\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\mathcal {R}^{(p)}$$\end{document} and V(p)\do

Dražen Adamović, T. Creutzig, Jinwei Yang, 2020, Communications in Mathematical Physics.