Horuzhy Sergey Sergeevich

Publications in Math-Net.Ru

1. Rigorous Formulation of a $2D$ Conformal Model in the Fock–Krein Space: Construction of the Global $\operatorname{Op}J^*$-Algebra of Fields and Currents
   
   TMF, 141:1 (2004),  60–79
2. Conformal Theories, BRST Formalism and Representations of the Lie Superalgebras
   
   Trudy Mat. Inst. Steklova, 228 (2000),  155–167
3. BRST quantization as a problem in the representation theory of Lie superalgebras
   
   Trudy Mat. Inst. Steklov., 203 (1994),  48–57
4. A new approach to BRST operator cohomologies: Exact results for the BRST-fock theories
   
   TMF, 93:2 (1992),  342–353
5. True BRST symmetry algebra and the theory of its representations
   
   TMF, 91:1 (1992),  3–16
6. $\mathrm{Op}^*$ and $\mathrm{C}^*$ dynamical systems. II. Structural differences: Borchers anomaly
   
   TMF, 82:3 (1990),  323–330
7. $\mathrm{Op}^*$ and $\mathrm C^*$ dynamical systems I. Structural parallels
   
   TMF, 82:2 (1990),  163–177
8. Ghost number and ghost conjugation operators in the formalism of BRST quantization
   
   TMF, 80:1 (1989),  3–14
9. Some problems in algebraic quantum field theory
   
   Trudy Mat. Inst. Steklov., 176 (1987),  36–44
10. Field algebras in quantum theory with indefinite metric. IV
    
    TMF, 72:3 (1987),  340–351
11. Field algebras in quantum theory with indefinite metric. III. Spectrum of modular operator and Tomita's fundamental theorem
    
    TMF, 70:2 (1987),  181–191
12. Field algebras in quantum theory with indefinite metric. II. Formulation of a modular theory in Pontryagin space
    
    TMF, 62:1 (1985),  30–44
13. Algebras of unbounded operators and vacuum superselection rules in quantum field theory II. Mathematical structure of vacuum superselection rules
    
    TMF, 60:3 (1984),  323–343
14. Algebras of unbounded operators and vacuum superselection rules in quantum field theory. I. Some properties of Op*-algebras and vector states on them
    
    TMF, 59:1 (1984),  28–48
15. On field algebras in quantum theory with indefinite metric
    
    TMF, 54:1 (1983),  57–77
16. Conditional expectations on von Neumann algebras and the causal independence of quantized fields
    
    TMF, 46:2 (1981),  147–156
17. Simplicity of the quasilocal algebra of the system of canonical anticommutation relations with compact gauge group
    
    TMF, 37:1 (1978),  3–11
18. Algebras of observables of the free Dirac field
    
    TMF, 36:2 (1978),  166–182
19. Fields and algebras of observables in models with superselection rules II. Model with non-Abelian gauge group
    
    TMF, 26:1 (1976),  3–15
20. Equivalence properties of coherent superselection sectors and description of physical symmetries in algebraic axiomatic theory
    
    Trudy Mat. Inst. Steklov., 135 (1975),  127–136
21. Fields and algebras of observables in models with superselection rules
    
    TMF, 25:3 (1975),  291–306
22. Superposition principle in Algebraic quantum theory
    
    TMF, 23:2 (1975),  147–159
23. Axioms of algebra of observables and the field concept
    
    TMF, 16:1 (1973),  3–20
24. $H$-images of vector states and causal properties of local algebras
    
    TMF, 15:2 (1973),  197–206
25. Local and asymptotic structure of quantum systems with superselection rules
    
    TMF, 13:3 (1972),  291–312
26. Properties of $H$ images of vector states on algebras of observables
    
    TMF, 8:3 (1971),  324–327
27. Fields and local observables in an axiomatic algebraic theory with superselection rules
    
    TMF, 5:1 (1970),  10–24
28. Vector states on algebras of observables and superselection rules II. Algebraic theory of superselection rules
    
    TMF, 4:3 (1970),  341–359
29. Vector states on algebras of observables and superselection rules I. Vector states and Hilbert space
    
    TMF, 4:2 (1970),  171–195
30. Structure of local $W^*$-albebras in relativistic quantum theory
    
    TMF, 2:3 (1970),  350–360
31. Extended locality and other properties of local $W^*$-algebras
    
    TMF, 1:1 (1969),  95–100
32. Local properties of unrenormalizable theories
    
    Dokl. Akad. Nauk SSSR, 177:2 (1967),  306–309


33. Mikhail Konstantinovich Polivanov (1930–1992)
    
    TMF, 90:2 (1992),  162
34. Mikhail Konstantinovich Polivanov (Obituary)
    
    UFN, 162:7 (1992),  183–186
35. Содержание понятия “физическая теория” и аксиоматическое обоснование структуры гильбертова пространства квантовой механики через основные положения измерений
    
    UFN, 106:1 (1972),  178–180