Development of a structured model for batch cultures of lactic acid bacteria

Journal of Industrial Microbiology and Biotechnology

Volumn 30, Issue 7, 2003, Pages 421-426

  Del Nobile, M A ^a   Altieri, C ^a   Corbo, M R ^a   Sinigaglia, M ^a   La Notte, E ^a  

^a UNIVERSITY OF FOGGIA   (Italy)

Author keywords

Lactic acid bacteria; Modeling; Predictive microbiology

Indexed keywords

ADAPTATION; ARTICLE; BACTERIAL GROWTH; BACTERIUM CULTURE; CELL DEATH; CELL GROWTH; CELL PROLIFERATION; CONTROLLED STUDY; GROWTH CURVE; INOCULATION; LACTIC ACID BACTERIUM; LACTOBACILLUS; LACTOBACILLUS BULGARICUS; NONHUMAN; PHYSIOLOGY; STOCHASTIC MODEL; VALIDATION PROCESS;

CELL DIVISION; HYDROGEN-ION CONCENTRATION; INDUSTRIAL MICROBIOLOGY; LACTOBACILLUS; MICROBIOLOGICAL TECHNIQUES; MODELS, BIOLOGICAL; STOCHASTIC PROCESSES; TEMPERATURE;

BACTERIA (MICROORGANISMS); LACTOBACILLUS; LACTOBACILLUS DELBRUECKII SUBSP. BULGARICUS;

EID: 0042412547     PISSN: 13675435     EISSN: None     Source Type: Journal    
DOI: 10.1007/s10295-003-0066-9     Document Type: Article

References (22)

1. Bailey JE, Ollis DF (1986) Biochemical engineering fundamentals, 2nd edn. McGraw-Hill, New York
2. Baranyi J (1998) Comparison of stochastic and deterministic concepts of bacterial lag. J Theor Biol 192:403-408
3. Baranyi J, Roberts TA (1994) A dynamic approach to predicting bacterial growth in food. Int J Food Microbiol 23:277-294
4. Baranyi J, Roberts TA (1995) Mathematics of predictive food microbiology. Int J Food Microbiol 26:199-218
5. Baranyi J, Roberts TA, McClure P (1993) Some properties of a nonautonomous deterministic growth model describing the adjustment of the bacterial population to a new environment. J Math Appl Med Biol 10:293-299
6. Baranyi J, Roberts TA, McClure P (1993) A non-autonomous differential equation to model bacterial growth. Food Microbiol 10:43-59
7. Baranyi J, Walker JC, Kaloti A, Robinson TP, Mackey BM (1996) A combined model for growth and subsequent thermal inactivation of Brochothrix thermosphacta. Appl Environ Microbiol 62:1029-1035
8. Boquet R, Chirifie J, Iglesias HA (1978) Equations for fitting water sorption isotherms of foods. II. Evaluation of various two-parameters models. J Food Technol 13:319-327
9. Havenaar R, Huis A, Veld JHJ (1992) Probiotics: a general view. In: Wood B (ed) The lactic acid bacteria in health and disease. Elsevier, Barking, pp 151-170
10. Kato I, Endo K, Yokokura T (1994) Effects of oral administration of Lactobacillus casei on antitumor responses induced by tumor resection in mice. Int J Immunopharmacol 16:29-36
11. Mandel J (1964) The statistical analysis of experimental data. Interscience, New York
12. Press WH, Flannery BP, Teukolsky SA, Vetterling WT (1989) Numerical recipes in Pascal. University Press, Cambridge, pp 602-607
13. Pruitt KM, Kamau DN (1993) Mathematical models of bacterial growth, inhibition and death under combined stress conditions. J Ind Microbiol 12:221-231
14. Saxelin M (1996) Colonization of the human gastrointestinal tract by probiotic bacteria. Nutr Today 31:5S
15. Saxelin M, Rautelin H, Salminen S, Makela H (1996) The safety of commercial products with viable Lactobacillus strains. Infect Dis Clin Prac 5:331-335
16. Schiffrin EJ, Brassart D, Servin AL, Rochat F, Donnet-Huges A (1996) Immune modulation of blood leukocytes in man by lactic acid bacteria. Criteria for strain selection. Am J Clin Nutr 78:491-497
17. Skinner GE, Larkin JW, Rhodehamel EJ (1994) Mathematical modeling of microbial growth: a review. J Food Saf 14:175-217
18. Srivastava AK, Volesky B (1990) Characterization of transient cultures of Clostridium acetobutylicum. Biotechnol Prog 6:408-420
19. Tannock J (1999) Probiotics: a critical review. Horizon Scientific Press, Norfolk
20. Turner ME, Pruitt KM (1978) A common basis for survival, growth and autocatalysis. Math Biosci 39:113-123
21. Turner ME, Bradley ER, Kirk KA, Pruitt KM (1976) A theory of growth. Math Biosci 29:367-373
22. Whiting RC, Cygnarowicz-Provost M (1992) A quantitative model for bacterial growth and decline. Food Microbiol 9:269-277