SCOPUS 정보 검색 플랫폼

Volumn 31, Issue 41, 1998, Pages 8323-8331

A method for finding bounds on critical values for non-attractive interacting particle systems

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[No Author keywords available]

Indexed keywords

EID: 0032538263 PISSN: 03054470 EISSN: None Source Type: Journal
DOI: 10.1088/0305-4470/31/41/006 Document Type: Article

Times cited : (7)

References (12)

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2
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- The survival of the branching annihilating random walk
- Bramson M and Gray L 1985 The survival of the branching annihilating random walk Wahrsch. Verw. Gebiete 68 447-60
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3
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- Application of the coherent anomaly method to the branching annihilating random walk
- Inui N 1993 Application of the coherent anomaly method to the branching annihilating random walk Phys. Lett. 184A 79-82
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- Inui, N.¹

4
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- Singapore: World Scientific
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- Konno, N.¹

5
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- New York: Springer
- Liggett T M 1985 Interacting Particle Systems (New York: Springer)
- (1985) Interacting Particle Systems
- Liggett, T.M.¹

6
- 0001277458
- Improved upper bounds for the contact process critical value
- _1994 Improved upper bounds for the contact process critical value Ann. Prob. 23 697-723
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7
- 0000737134
- The branching annihilating process: An interacting particle system
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- Sudbury, A.W.¹

8
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- Hunting submartingales in the jumping voter model and the biased annihilating branching process
- _1997a Hunting submartingales in the jumping voter model and the biased annihilating branching process Monash University Statistics Research Report No 267
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9
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- Dual families of interacting particle systems
- _1997b Dual families of interacting particle systems Monash University Statistics Research Report No 266
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10
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- Quantum operators in classical probability theory: II. The concept of duality in interacting particle systems
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- Sudbury, A.W.¹ Lloyd, P.²

11
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- Quantum operators in classical probability theory: IV. Quasi-duality and thinnings of interacting particle systems
- Sudbury A W and Lloyd P 1997 Quantum operators in classical probability theory: IV. Quasi-duality and thinnings of interacting particle systems Ann. Prob. 25 96-114
- (1997) Ann. Prob. , vol.25 , pp. 96-114
- Sudbury, A.W.¹ Lloyd, P.²

12
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- On the critical infection rate of the one-dimensional basic contact process: Numerical results
- Ziezold H and Grillenberger C 1988 On the critical infection rate of the one-dimensional basic contact process: numerical results J. Appl. Prob. 25 1-15
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