I. Kríz

发表

On the rationality homotopy type of configuration spaces

I. Kríz, 1994 .

Permutation groups in Euclidean Ramsey theory

I. Kríz, 1991 .

Ordinal Types in Ramsey Theory and Well-Partial-Ordering Theory

Igor Kříž, Robin Thomas, Robin Thomas, 1990 .

A correction to “Equivariant cohomology and lower bounds for chromatic numbers”

I. Kríz, 1992 .

The symplectic Verlinde algebras and string K‐theory

I. Kríz, Craig Westerland, Joshua T. Levin, 2009, 0901.2109.

D-structures and derived Koszul duality for unital operad algebras

I. Kríz, P. Hu, Tyler Foster, 2015, 1507.07151.

A Universal Approach to Vertex Algebras

I. Kríz, A. Pultr, Ruthi Hortsch, 2010, 1006.0027.

Higher String Topology on General Spaces

I. Kríz, Sasha, P. Hu, 2022 .

Field theories, stable homotopy theory and Khovanov homology

I. Kríz, P. Hu, Daniel Kříž, 2012, 1203.4773.

What is the Jacobian of a Riemann surface with boundary

Thomas M. Fiore, I. Kríz, 2006, math/0610463.

Remarks on localic groups

J. Isbell, J. Rosický, I. Kríz, 1988 .

Closed and Open Conformal Field Theories and Their Anomalies

I. Kríz, P. Hu, 2004, hep-th/0401061.

Large k-free algebras

I. Kríz, A. Pultr, 1985 .

M-theory, type IIA superstrings, and elliptic cohomology

I. Kríz, H. Sati, 2004, hep-th/0404013.

PERTURBATIVE DEFORMATIONS OF CONFORMAL FIELD THEORIES REVISITED

I. Kríz, 2006, hep-th/0609018.

A mathematical formalism for the Kondo effect in Wess-Zumino-Witten branes

I. Kríz, P. Hu, 2005, hep-th/0508050.

On F-theory in physical signatures and phenomenology

I. Kríz, 2005 .

Some remarks on fundamental physical $F$-theory

I. Kríz, 2005, hep-th/0508046.

Type II string theory and modularity

I. Kríz, H. Sati, 2005, hep-th/0501060.

Type IIB string theory, S-duality, and generalized cohomology

I. Kríz, H. Sati, 2004, hep-th/0410293.

COMMENTS ON D-BRANES ON ORBIFOLDS AND K-THEORY

I. Kríz, L. P. Zayas, N. Quiroz, 2007, hep-th/0703122.

The RO(G)-graded coefficients of (Z/2)^n-equivariant K-theory

I. Kríz, P. Hu, 2006, math/0609067.

Tree algebras: An algebraic axiomatization of intertwining vertex operators

I. Kríz, Yang Xiu, 2011, 1102.2007.

A sequence of inclusions whose colimit is not a homotopy colimit

I. Kríz, A. Pultr, B. Branman, 2015 .

The infinite loop spaces of Thom spectra

I. Kríz, 1992 .

Cores of spaces, spectra, and E∞ ring spectra

I. Kríz, Jon P. May, P. Hu, 2001 .

Equivariant Formal Group Laws

I. Kríz, Michael Cole, J. Greenlees, 2000 .

Mixed Tate motives

I. Kríz, S. Bloch, 1994 .

Ahypergraph-free construction of highly chromatic graphs without short cycles

Igor Kríz, I. Kríz, 1989, Comb..

On deformations of conformal field theories

I. Kríz, Hao Xing, 2006 .

A Mathematical Formalism for the Kondo Effect in Wzw Branes

I. Kríz, 2005 .

Conformal field theory and elliptic cohomology

I. Kríz, P. Hu, 2004 .

DERIVED CATEGORIES IN ALGEBRA AND TOPOLOGY

I. Kríz, J. May, J. Greenlees, 1997 .

Derived categories and motives

I. Kríz, Jon P. May, 1994 .

Commutative algebra in stable homotopy theory and a completion theorem

I. Kríz, Jon P. May, A. Elmendorf, 1994 .

On the definition and K-theory realization of a modular functor

I. Kríz, Luhang Lai, 2013, 1310.5174.

Proving a witness lemma in better-quasiordering theory: the method of ‘extensions’

I. Kríz, 1989, Mathematical Proceedings of the Cambridge Philosophical Society.

Operads, algebras, modules and motives

I. Kríz, A. J. May, 2018, Astérisque.

Real-oriented homotopy theory and an analogue of the Adams–Novikov spectral sequence

Igor Kriz, Po Hu, I. Kríz, 2001 .

Equivariant Complex Cobordism and Geometric Orientations

I. Kríz, Foling Zou, Bradley Dirks, 2022 .

Coefficients of the $\Sigma_3$-equivariant complex cobordism ring

Igor Kriz, Po Hu, Yunze Lu, 2021, 2109.00991.

Tate cohomology of connected k-theory for elementary abelian groups revisited

I. Kríz, P. Somberg, P. Hu, 2019, Journal of Homotopy and Related Structures.

Tate cohomology of connected k-theory for elementary abelian groups revisited

I. Kríz, P. Somberg, P. Hu, 2018, Journal of Homotopy and Related Structures.

The equivariant complex cobordism ring of a finite abelian group

I. Kríz, William C.Abram, 2015, 1509.08540.

Morava K-theory of classifying spaces: Some calculations

I. Kríz, 1997 .

CHAPTER 6 – Modern Foundations for Stable Homotopy Theory

Michael A. Mandell, I. Kríz, A. Elmendorf, 1995 .

Derived representation theory of Lie algebras and stable homotopy categorification of sl

I. Kríz, P. Somberg, P. Hu, 2018, Advances in Mathematics.

The homotopy limit problem for Hermitian K-theory, equivariant motivic homotopy theory and motivic Real cobordism

I. Kríz, K. Ormsby, P. Hu, 2011 .

EQUIVARIANT AND REAL MOTIVIC STABLE HOMOTOPY THEORY

H. P., I. Kríz, K. Ormsby, 2010 .

An infinite loop space machine for theories with noncontractible multiplication

I. Kríz, 1994 .

On spin and modularity in conformal field theory

I. Kríz, 2003 .

On modular functors and the ideal Teichmuller tower

I. Kríz, P. Hu, 2005 .

On effective F-theory action in type IIA compactifications

I. Kríz, Hao Xing, 2005, hep-th/0511011.

The free loop space and a derivation of E-theory from F-theory

I. Kríz, Hao Xing, 2005 .

Toward a derivation of E-theory from F-theory

I. Kríz, Hao Xing, 2005 .

Introduction to Mathematical Analysis

Ales Pultr, Igor Kríz, I. Kríz, 2013 .

Analyzing Nash-Williams' partition theorem by means of ordinal types

Robin Thomas, Igor Kríz, I. Kríz, 1991, Discret. Math..

On well-quasi-ordering finite structures with labels

Robin Thomas, Igor Kříž, I. Kríz, 1990, Graphs Comb..

Well-quasiordering finite trees with gap-condition. Proof of Harvey Friedman's conjecture

Igor Kriz, I. Kríz, 1989 .

Convergence of the Motivic Adams Spectral Sequence

I. Kríz, K. Ormsby, P. Hu, 2011 .

p-adic homotopy theory

Igor Kriz, I. Kríz, 1993 .

The Steinberg relation in A−1-stable homotopy

I. Kríz, P. Hu, 2001 .

Equivariant formal group laws and complex-oriented spectra over primary cyclic groups: elliptic curves, Barsotti–Tate groups, and other examples

I. Kríz, P. Somberg, P. Hu, 2021, Journal of Homotopy and Related Structures.

Some Remarks on Real and Algebraic Cobordism

I. Kríz, P. Hu, 2001 .

The $\mathbb{Z}/p$-equivariant dual Steenrod algebra for an odd prime $p$

I. Kríz, P. Somberg, P. Hu, 2022, 2205.13427.

Remarks on motivic homotopy theory over algebraically closed fields

I. Kríz, K. Ormsby, P. Hu, 2011 .

SOME REMARKS ON REAL AND ALGEBRAIC COBORDISM PO

I. Kríz, Hu, 2022 .

On some adjunctions in equivariant stable homotopy theory

I. Kríz, P. Somberg, P. Hu, 2018, 1802.08998.

On the equivariant motivic filtration of the topological Hochschild homology of polynomial algebras

I. Kríz, P. Somberg, P. Hu, 2022, Advances in Mathematics.

On the Arithmetic of Elliptic Curves and a Homotopy Limit Problem

I. Kríz, 2017, 1709.03880.

On Kontsevich's Hochschild cohomology conjecture

I. Kríz, A. Voronov, P. Hu, 2003, Compositio Mathematica.

On Kontsevich’s Hochschild cohomology conjecture. Preprint, available at http://www.math.umn.edu/∼voronov/igor.ps

I. Kríz, A. Voronov, 2022 .

A spanning tree cohomology theory for links

I. Kríz, Daniel Kříž, 2011, 1109.0064.

On the $RO(G)$-graded coefficients of dihedral equivariant cohomology

I. Kríz, Yunzeng Lu, 2020, Mathematical Research Letters.

On RO(G)–graded equivariant “ordinary” cohomology where G is a power of Z/2

I. Kríz, J. Holler, 2015, 1506.00997.

The universality of equivariant complex bordism

I. Kríz, Michael Cole, J. Greenlees, 2002 .

CONFORMAL FIELD THEORY AND ELLIPTIC

H. P., I. Kríz, 2004 .

Sheaves of Modules

Igor Kriz, Sophie Kriz, I. Kríz, 2021 .

Rings and Modules in Kan Spectra

I. Kríz, A. Pultr, R. Chen, 2023, Applied Categorical Structures.

On discrete field theory properties of the dimer and Ising models and their conformal field theory limits

M. Loebl, I. Kríz, P. Somberg, 2011, 1110.5425.

Equivariant K-theory of compact Lie groups with involution

I. Kríz, P. Somberg, P. Hu, 2014, 1401.7827.

Systems of Ordinary Differential Equations

Aleš Pultr, Igor Kriz, I. Kríz, 2013 .

Clique-sums, tree-decompositions and compactness

Robin Thomas, Igor Kríz, I. Kríz, 1990, Discret. Math..

Large independent sets in shift-invariant graphs

Igor Kříž, I. Kríz, 1987, Graphs Comb..

The menger-like property of the tree-width of infinite graphs

Robin Thomas, Igor Kríz, I. Kríz, 1991, J. Comb. Theory, Ser. B.

Cohomology in Algebraic Geometry

Igor Kriz, Sophie Kriz, I. Kríz, 2021 .

Ideals Generated by Principal Minors

D. Auckly, I. Kríz, Tim Bolton, 2014 .

Categorical Geometry and Integration Without Points

A. Pultr, I. Kríz, 2012, Applied Categorical Structures.

Categorical Geometry and Integration Without Points

Ales Pultr, Igor Kríz, I. Kríz, 2011, Appl. Categorical Struct..

On a representation of lattices

A. Pultr, I. Kríz, A. Pultr, 1990 .

A direct description of uniform completion in locales and a characterization of $LT$-groups

I. Kríz, 1986 .

Peculiar behavior of connected locales

I. Kríz, A. Pultr, 1989 .

A constructive proof of the Tychonoff's theorem for locales

Igor Kříž, I. Kríz, 1985 .

Topological Hermitian cobordism

I. Kríz, P. Hu, 2015, Journal of Homotopy and Related Structures.

Topological Hermitian cobordism

I. Kríz, P. Hu, 2011, 1110.5608.

All trapezoids are Ramsey

Igor Kríz, I. Kríz, 1992, Discret. Math..