Bulletin of Mathematical Biology Special Issue
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[1] L. Segel. Taxes in Cellular Ecology , 1984 .
[2] Lee A. Segel,et al. How instruction and feedback can select the appropriate T helper response , 2002, Bulletin of mathematical biology.
[3] L A Segel,et al. Controlling the immune system: diffuse feedback via a diffuse informational network. , 2001, Novartis Foundation symposium.
[4] H Parnas,et al. One-vesicle hypothesis for neurotransmitter release: A possible molecular mechanism , 2001, Bulletin of mathematical biology.
[5] Alan S. Perelson,et al. Estimating Lymphocyte Division and Death Rates from CFSE Data , 2006, Bulletin of mathematical biology.
[6] L. Segel,et al. On modes of recombination, replication, and segregation of the higher plant mitochondrial genome , 1987 .
[7] I. Parnas,et al. A new method for determining co-operativity in neurotransmitter release. , 1986, Journal of theoretical biology.
[8] L. Segel,et al. On the role of a possible dialogue between cytokine and TCR-presentation mechanisms in the regulation of autoimmune disease. , 1998, Journal of theoretical biology.
[9] Lee A. Segel,et al. Managing the delay of evolution of herbicide resistance in parasitic weeds , 1996 .
[10] L. Segel,et al. Colonization of the thymus by T cell progenitors: models for cell-cell interactions. , 1994, Journal of Theoretical Biology.
[11] Lee A. Segel,et al. Implementation and extension of MacWilliams model for pre-stalk pre-spore regulation in cellular slime mold , 1986 .
[12] Lee A. Segel,et al. PATTERN GENERATION IN SPACE AND ASPECT. , 1985 .
[13] L. Segel,et al. A singular perturbation approach to diffusion reaction equations containing a point source, with application to the hemolytic plaque assay , 1978, Journal of mathematical biology.
[14] Lee A. Segel,et al. Diffuse feedback from diffuse information in complex systems , 2000, Complex..
[15] Lee A. Segel,et al. Averaged Equations for Two-Phase Flows , 1971 .
[16] A case study of linear versus non-linear modelling. , 1983, Journal of theoretical biology.
[17] I. Parnas,et al. On the Feedback Between Theory and Experiment in Elucidating the Molecular Mechanisms Underlying Neurotransmitter Release , 2006, Bulletin of mathematical biology.
[18] L. Segel,et al. Shape space: an approach to the evaluation of cross-reactivity effects, stability and controllability in the immune system. , 1989, Immunology letters.
[19] L. Segel,et al. Nonlinear aspects of the Cahn-Hilliard equation , 1984 .
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[21] Lee A. Segel,et al. Facilitation as a tool to study the entry of calcium and the mechanism of neurotransmitter release , 1989, Progress in Neurobiology.
[22] L. Segel,et al. Model for chemotaxis. , 1971, Journal of theoretical biology.
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[24] L. Segel. Toward Artificial Competence , 1994 .
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[28] L. Segel,et al. MHC-Linked Syngeneic Developmental Preference in Thymic Lobes Colonized with Bone Marrow Cells: A Mathematical model , 1998, Developmental immunology.
[29] A S Perelson,et al. Pattern formation in one- and two-dimensional shape-space models of the immune system. , 1992, Journal of theoretical biology.
[30] L. Segel,et al. What Controls the Exocytosis of Neurotransmitter , 1991 .
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[33] L. Segel,et al. A mechanism for discharge of charged excitatory neurotransmitter. , 1997, Biophysical journal.
[34] Lee A. Segel,et al. Diffuse coevolution in plant-herbivore communities , 1990 .
[35] Edmund J. Crampin,et al. Mode Transitions in a Model Reaction–Diffusion System Driven by Domain Growth and Noise , 2006, Bulletin of mathematical biology.
[36] Lee A. Segel,et al. Some effects of suspended particles on the onset of Bénard convection , 1973 .
[37] Alan S. Perelson,et al. Shape space analysis of immune networks , 1989 .
[38] U Alon,et al. Generation of oscillations by the p53-Mdm2 feedback loop: a theoretical and experimental study. , 2000, Proceedings of the National Academy of Sciences of the United States of America.
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[41] Lee A. Segel,et al. On the distribution of dominance in populations of social organisms , 1992 .
[42] I. Davies. IXth International Congress on Mathematical Physics , 1989 .
[43] Irun R Cohen,et al. Informational Landscapes in Art, Science, and Evolution , 2006, Bulletin of mathematical biology.
[44] Lee A. Segel,et al. Growth and metabolism in mycelial fungi , 1983 .
[45] L. A. Segel,et al. A gradually slowing travelling band of chemotactic bacteria , 1984, Journal of mathematical biology.
[46] L. Segel,et al. Multiple attractors in immunology: theory and experiment. , 1998, Biophysical chemistry.
[47] L. Segel,et al. On the role of feedback in promoting conflicting goals of the adaptive immune system. , 1999, Journal of immunology.
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[53] From Biochemistry to Morphogenesis in Myxobacteria , 2006, Bulletin of mathematical biology.
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[56] Lee A. Segel,et al. T-CELL VACCINATION VIA REVERSE ENGINEERING: TRANSIENT DISEASE , 1995 .
[57] Lee A. Segel. The Importance of Asymptotic Analysis in Applied Mathematics , 1966 .
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[65] L. Segel,et al. Design Principles for the Immune System and Other Distributed Autonomous Systems , 2001 .
[66] Science as a Medium for Friendship: How the Keller–Segel Models Came About , 2006, Bulletin of mathematical biology.
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[68] Lee A. Segel,et al. A basic biophysical model for bursting neurons , 1993, Biological Cybernetics.
[69] L. Segel,et al. Finite amplitude cellular convection induced by surface tension , 1967, Journal of Fluid Mechanics.
[70] Lee A. Segel,et al. Dynamic Phenomena in Molecular and Cellular Biology , 1988 .
[71] Lee A. Segel,et al. Distant side-walls cause slow amplitude modulation of cellular convection , 1969, Journal of Fluid Mechanics.
[72] L. Segel,et al. Incorporation of receptor kinetics into a model for bacterial chemotaxis. , 1976, Journal of theoretical biology.
[73] L. Segel,et al. A model for the establishment of pattern by positional differentiation with memory. , 1984, Journal of theoretical biology.
[74] H Parnas,et al. A computer simulation of pulsatile aggregation in Dictyostelium discoideum. , 1978, Journal of theoretical biology.
[75] Lee A. Segel,et al. Mathematics applied to deterministic problems in the natural sciences , 1974, Classics in applied mathematics.
[76] A Goldbeter,et al. Unified mechanism for relay and oscillation of cyclic AMP in Dictyostelium discoideum. , 1977, Proceedings of the National Academy of Sciences of the United States of America.
[77] R. Mehr. Feedback Loops, Reversals and Nonlinearities in Lymphocyte Development , 2006, Bulletin of mathematical biology.
[78] H Parnas,et al. On the contribution of mathematical models to the understanding of neurotransmitter release. , 1990, International review of neurobiology.
[79] L. Segel,et al. Modeling immunotherapy for allergy. , 1996, Bulletin of mathematical biology.
[80] Exhaustion of calcium does not terminate evoked neurotransmitter release. , 1984, Journal of theoretical biology.
[81] L. Segel,et al. A theoretical explanation for some effects of calcium on the facilitation of neurotransmitter release. , 1980, Journal of theoretical biology.
[82] L. Segel,et al. On the validity of the steady state assumption of enzyme kinetics. , 1988, Bulletin of mathematical biology.
[83] L. Segel,et al. A simple quantitative assay for bacterial motility. , 1977, Journal of general microbiology.
[84] L A Segel,et al. A numerical study of the formation and propagation of traveling bands of chemotactic bacteria. , 1974, Journal of theoretical biology.
[85] L. Segel,et al. On the quantal hypothesis of neurotransmitter release: an explanation for the calcium dependence of the binomial parameters. , 1986, Journal of theoretical biology.
[86] Lee A. Segel,et al. Scaling in biochemical kinetics: dissection of a relaxation oscillator , 1994 .
[87] L. Segel,et al. Th1 or Th2: How an appropriate T helper response can be made , 2001, Bulletin of mathematical biology.
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[93] H Parnas,et al. Ways to discern the presynaptic effect of drugs on neurotransmitter release. , 1982, Journal of theoretical biology.
[94] L. Segel,et al. The paucity of plants evolving genetic resistance to herbicides: possible reasons and implications. , 1978, Journal of theoretical biology.
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[100] L. Segel,et al. Breakdown of a stationary solution to the Nernst–Planck–Poisson equations , 1979 .
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[102] L. Segel,et al. A quantitative model of autoimmune disease and T-cell vaccination: does more mean less? , 1995, Immunology today.
[103] A. Mogilner,et al. Nonlocal Mechanism of Self-Organization and Centering of Microtubule Asters , 2006, Bulletin of mathematical biology.
[104] M. Ward,et al. Asymptotic Methods for Reaction-Diffusion Systems: Past and Present , 2006, Bulletin of mathematical biology.
[105] Lee A. Segel,et al. Non-linear wave-number interaction in near-critical two-dimensional flows , 1971, Journal of Fluid Mechanics.
[106] A Goldbeter,et al. Control of developmental transitions in the cyclic AMP signalling system of Dictyostelium discoideum. , 1980, Differentiation; research in biological diversity.
[107] L. Segel. Standing-gradient flows driven by active solute transport. , 1970, Journal of theoretical biology.
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[109] L. Segel,et al. Conflict between Positive and Negative Feedback as an Explanation for the Initiation of Aggregation in Slime Mould Amoebae , 1970, Nature.
[110] Lee A. Segel,et al. Herbicide rotations and mixtures : effective strategies to delay resistance , 1990 .
[111] N. Zabusky. Grappling with Complexity , 1987 .
[112] Lee A. Segel,et al. Pattern Formation in Aspect , 1984 .
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[114] H Parnas,et al. Diffusion cannot govern the discharge of neurotransmitter in fast synapses. , 1994, Biophysical journal.
[115] L. Segel,et al. How growth affects the fate of cellular metabolites , 2005, Bulletin of mathematical biology.
[116] Alan S. Perelson,et al. Exploiting the diversity of time scales in the immune system: A B-cell antibody model , 1991 .
[117] Lee A. Segel,et al. Mathematical models in molecular and cellular biology , 1982, The Mathematical Gazette.
[118] L. Segel,et al. The immune system as a prototype of autonomous decentralized systems , 1997, 1997 IEEE International Conference on Systems, Man, and Cybernetics. Computational Cybernetics and Simulation.
[119] L. Segel,et al. Models of the influence of predation on aspect diversity in prey populations , 1982, Journal of mathematical biology.
[120] L. A. Segel,et al. Some Reflections on Memory in Shape Space , 1989 .
[121] Lee A. Segel,et al. Negative Cross Resistance; a Possible Key to Atrazine Resistance Management: A Call for Whole Plant Data , 1990 .
[122] Application of conformal mapping to viscous flow between moving circular cylinders , 1961 .
[123] L. Segel,et al. A theoretical study of calcium entry in nerve terminals, with application to neurotransmitter release. , 1981, Journal of theoretical biology.
[124] L. Segel. The structure of non-linear cellular solutions to the Boussinesq equations , 1965, Journal of Fluid Mechanics.
[125] A. Goldbeter. Oscillations and waves of cyclic AMP in Dictyostelium: A prototype for spatio-temporal organization and pulsatile intercellular communication , 2006, Bulletin of mathematical biology.
[126] L. Segel,et al. Hypothesis for origin of planktonic patchiness , 1976, Nature.
[127] L. Segel,et al. Oxygen and differentiation inDictyostelium discoideum , 1998, Journal of Biosciences.
[128] L. Segel. The non-linear interaction of two disturbances in the thermal convection problem , 1962 .
[129] L. Segel,et al. Theory of fast neurotransmitter release control based on voltage-dependent interaction between autoreceptors and proteins of the exocytotic machinery , 1999, Bulletin of mathematical biology.
[130] L. Segel,et al. Theory for the feedback inhibition of fast release of neurotransmitter , 1999, Bulletin of mathematical biology.
[131] J. L. Jackson,et al. Dissipative structure: an explanation and an ecological example. , 1972, Journal of theoretical biology.
[132] Modeling the Bursting Interneurons of the Lobster Cardiac Ganglion , 1995 .
[133] L. Segel,et al. Extending the quasi-steady state approximation by changing variables. , 1996, Bulletin of mathematical biology.
[134] A Goldbeter,et al. Excitability in the adenylate cyclase reaction in Dictyostelium discoideum , 1978, FEBS letters.
[135] L. Segel,et al. Release kinetics as a tool to describe drug effects on neurotransmitter release. , 1990, Journal of theoretical biology.
[136] H Parnas,et al. Neurotransmitter release: development of a theory for total release based on kinetics. , 1989, Journal of theoretical biology.
[137] A. Doelman,et al. Nonlinear Dynamics and Pattern Formation in the Natural Environment , 1995 .
[138] L. Segel. The non-linear interaction of a finite number of disturbances to a layer of fluid heated from below , 1965, Journal of Fluid Mechanics.
[139] L. Segel,et al. Human haematopoiesis in steady state and following intense perturbations , 2002, Bulletin of mathematical biology.
[140] L. Segel. Toward Molecular Sensory Physiology: Mathematical Models , 1987 .
[141] L. Segel,et al. Immunology Viewed as the Study of an Autonomous Decentralized System , 1998 .
[142] Alexandra Jilkine,et al. Polarization and Movement of Keratocytes: A Multiscale Modelling Approach , 2006, Bulletin of mathematical biology.
[143] L. Segel,et al. Local probes and heterogeneous catalysis: a case study of a mitochondria-luciferase-hexokinase coupled system. , 1992, Journal of theoretical biology.
[144] Lee A. Segel,et al. A Theoretical Study of Receptor Mechanisms in Bacterial Chemotaxis , 1977 .
[145] The Evolution of Resource Adaptation: How Generalist and Specialist Consumers Evolve , 2006, Bulletin of mathematical biology.
[146] L. Segel,et al. On spatial periodicity in the formation of cell adhesions to a substrate , 1983, Cell Biophysics.
[147] L. Segel,et al. Reduction of polarization by ion-conduction spacers: theoretical evaluation of a model system , 1978 .
[148] L. Segel,et al. On the question of the preferred mode in cellular thermal convection , 1962, Journal of Fluid Mechanics.
[149] Lee A. Segel. Some Spatio-Temporal Models in Immunology , 2002, Int. J. Bifurc. Chaos.
[150] L. Segel,et al. The placenta may predict the baby. , 2003, Journal of theoretical biology.
[151] H Parnas,et al. Computer evidence concerning the chemotactic signal in Dictyostelium discoideum. , 1977, Journal of cell science.
[152] Daniel Coombs,et al. A Theoretical and Experimental Study of Competition Between Solution and Surface Receptors for Ligand in a Biacore Flow Cell , 2006, Bulletin of mathematical biology.
[153] L. Segel,et al. Lipid diffusion in neurons , 1993, Nature.