Journal of Biological Systems

Papers
(The TQCC of Journal of Biological Systems is 3. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-05-01 to 2026-05-01.)
ArticleCitations
TEMPORAL AND SPATIAL MODELING OF THE SPREAD OF DENGUE FEVER IN BRAZIL19
BODY MASS INDEX AND OBESITY OUTBREAK THROUGH MATHEMATICAL EPIDEMIC MODEL18
COMPETITION BETWEEN PLASMID-BEARING AND PLASMID-FREE ORGANISMS IN A CHEMOSTAT WITH DISTINCT REMOVAL RATES AND AN EXTERNAL INHIBITOR14
MATHEMATICAL MODELING OF THE INTERACTION OF ATHEROSCLEROTIC INFLAMMATION AND CHEMOTAXIS: FORMATION OF FATTY STREAKS14
A FLOCCULATION MODEL IN THE CHEMOSTAT WITH DISTINCT REMOVAL RATES AND YIELDS13
BEYOND CONVENTIONAL ROUTES: AN APPROACH TO UNDERSTANDING LEPTOSPIROSIS TRANSMISSION DYNAMICS THROUGH MATHEMATICAL MODELING WITH REAL DATA FROM THAILAND12
BIFURCATION ANALYSIS OF AN SIR MODEL WITH SATURATED INCIDENCE RATE AND STRONG ALLEE EFFECT11
AN AGE-STRUCTURED MODEL FOR PERTUSSIS TRANSMISSION WITH MULTIPLE INFECTIONS STUDYING THE EFFECTS OF CHILDHOOD DTAP AND ADOLESCENT TDAPVACCINES11
TWO-FOLD IMPACTS OF FEAR IN A SEASONALLY FORCED PREDATOR–PREY SYSTEM WITH COSNER FUNCTIONAL RESPONSE10
A CONTINUOUS SPATIAL AND TEMPORAL MATHEMATICAL MODEL FOR ASSESSING THE DISTRIBUTION OF DENGUE IN BRAZIL WITH CONTROL10
THE BEHAVIOR OF A CLASS HOST-PARASITOID MODELS WITH HOST REFUGE AND STRONG ALLEE EFFECT UPON THE HOST POPULATION10
A COMPETITION MODEL IN THE CHEMOSTAT BETWEEN PLASMID-BEARING AND PLASMID-FREE ORGANISMS WITH AN INTERNAL INHIBITOR AND DIFFERENT REMOVAL RATES10
BIFURCATION ANALYSIS OF A MODIFIED LESLIE–GOWER PREDATOR–PREY MODEL WITH HUNTING COOPERATION AND FAVORABLE ADDITIONAL FOOD FOR PREDATOR10
DISEASE DYNAMICS OF STOCHASTIC SEIQHR MODEL WITH DISPERSAL9
STABILITY AND BIFURCATION ANALYSIS OF A SIMPLE DELAYED p53-Mdm2 GENE NETWORK MODEL WITH DIFFUSION9
EDITORIAL — CURRENT TRENDS IN ECOLOGY AND EPIDEMIOLOGY: Highlights of the MPDEE 2022 Conference9
EXPLORING THE IMPACT OF PTH THERAPY ON BONE REMODELING: A MATHEMATICAL INVESTIGATION8
MODELING THE EFFECTS OF PSYCHOLOGICAL FEAR, TV AND SOCIAL MEDIA ADVERTISEMENTS ON THE CONTROL OF INFECTIOUS DISEASES8
THE ROLE OF PREVENTION AND VACCINATION FOR THE SPREAD OF SEXUALLY TRANSMITTED DISEASES8
BISTABILITY AND TRISTABILITY IN A PREDATOR–PREY MODEL WITH STRONG ALLEE EFFECT IN PREY7
STABILITY AND BIFURCATION OF A PREDATOR–PREY SYSTEM WITH MULTIPLE ANTI-PREDATOR BEHAVIORS7
AGENT-BASED MODELING TO EXPLORE THE IMPACT OF SNAIL CONTROL, DIAGNOSTIC METHODS AND MASS DRUG ADMINISTRATION ON SCHISTOSOMIASIS ELIMINATION6
EARLY VIRAL TRANSMISSIONS MAY PROVIDE A POSITIVE IMPACT ON THE QUASISPECIES MUTATIONAL FITNESS LANDSCAPE6
IMPULSIVE DIFFERENTIAL EQUATION MODEL IN HIV-1 INHIBITION: ADVANCES IN DUAL INHIBITORS OF HIV-1 RT AND IN FOR THE PREVENTION OF HIV-1 REPLICATION6
BALANCING PROGRESSION AND REGRESSION: A MECHANISTIC MODEL FOR HYPERTENSION PROGRESSION AND MANAGEMENT IN CHINA6
DISCRETE MATURITY AND DELAY DIFFERENTIAL-DIFFERENCE MODEL OF HEMATOPOIETIC CELL DYNAMICS WITH APPLICATIONS TO ACUTE MYELOGENOUS LEUKEMIA6
STRONG ALLEE EFFECT AND EVOLUTIONARY DYNAMICS IN A SINGLE-SPECIES RICKER POPULATION MODEL6
DYNAMICS OF A TRI-TROPHIC LEVEL MODEL WITH EXCESS FOOD NUTRIENT CONTENT AND INTRAGUILD PREDATION STRUCTURE5
EFFECTS OF VACCINATION ON THE TRANSMISSION DYNAMICS OF COVID-19 IN DOUGHERTY COUNTY OF GEORGIA, USA5
MATHEMATICAL MODELING OF INFECTION MECHANISM BETWEEN MILD AND SEVERE COVID-19 PATIENTS5
DYNAMIC INTERACTIONS BETWEEN PREY AND PREDATOR WITH COOPERATION AND ALLEE EFFECT: DETERMINISTIC AND STOCHASTIC APPROACH5
DISPERSAL IN PREY–PREDATOR SYSTEMS WITH PREY’S FEAR AND PREDATOR’S ADAPTIVE SEARCH5
MULTISCALE MODELING OF NOROVIRUS IN HUMANS5
BIFURCATION ANALYSIS AND CHAOS CONTROL OF DISCRETE PREDATOR–PREY MODEL WITH ADDITIVE ALLEE EFFECT5
Latent Infectivity and Refined Equilibrium Conditions in Mycoplasma Pneumoniae Transmission Dynamics4
MODELING AND ANALYSIS OF OPTIMAL IMPLEMENTATION OF STERILE INSECT TECHNIQUE TO SUPPRESS MOSQUITO POPULATION4
EFFECTS OF ANTI-PREDATOR BEHAVIOR ON A STOCHASTIC PREDATOR-PREY SYSTEM4
A COMPUTATIONAL AND FRACTIONAL MATHEMATICAL MODEL FOR ASSESSING HEPATITIS B WITH OPTIMAL THERAPY4
AN ADAPTIVE PHARMACOKINETIC OPTIMAL CONTROL APPROACH IN CHEMOTHERAPY FOR HETEROGENEOUS TUMOR4
MATHEMATICAL MODELING OF TUBERCULOSIS WITH DRUG RESISTANCE IN THE PRESENCE OF OPTIMAL CONTROL: A CASE STUDY IN ETHIOPIA4
DECIPHERING DYNAMICS OF COVID-19 OUTBREAK IN INDIA: AN AGE-STRUCTURED MODEL4
THE IMPACT OF STOCHASTIC ENVIRONMENT ON PSYCHOLOGICAL HEALTH DYNAMICS4
BIFURCATION CONTROL STRATEGY FOR A DELAYED FRACTIONAL-ORDER POPULATION DYNAMICS MODEL WITH INCOMMENSURATE ORDERS4
A SIMPLE MATHEMATICAL MODEL OF NON-SMALL CELL LUNG CANCER INVOLVING MACROPHAGES AND CD8+ T CELLS4
ABSORBING MARKOV CHAINS TO CHARACTERIZE AND PREDICT METASTASIS PATHWAYS IN CHILDHOOD CANCER3
IN-SILICO PERFORMANCE INVESTIGATION OF NANOPARTICLE-ASSISTED PHOTO THERMAL ABLATION3
MODEL FOR TRANSMISSION AND OPTIMAL CONTROL OF ANTHRAX INVOLVING HUMAN AND ANIMAL POPULATION3
EFFECTS OF RHYTHMIC REPRODUCTION ON THE SURVIVAL OF COOPERATORS3
GAME-THEORETICAL MODEL OF COVID-19 VACCINATION IN THE ENDEMIC EQUILIBRIUM3
STUDY ON DYNAMIC BEHAVIORS OF TUBERCULOSIS MODEL WITH GENDER AND AGE-STRUCTURE3
STABILITY AND BIFURCATION IN A PREDATOR–PREY MODEL WITH PREY REFUGE3
DYNAMICS OF A FISHERY MODEL WITH CONTINUOUS THRESHOLD HARVESTING POLICY AND ITS LEVERAGE FOR CONSERVATION AND MANAGEMENT3
DYNAMICS AND OPTIMAL CONTROL OF A MULTI-TYPES DELAYS VECTOR–HOST EPIDEMIC MODEL WITH GENERAL INCIDENCES AND ITS APPLICATION FOR H5N13
MATHEMATICAL INSIGHTS INTO THE DYNAMICS OF INNATE IMMUNE RESPONSE DURING INFLAMMATION3
CAN INFECTIOUS DISEASES THAT DO NOT CONFER IMMUNITY ERADICATE HOST SPECIES?3
STABILITY, CHAOS AND CODIMENSION-ONE BIFURCATION OF A DISCRETE PREY–PREDATOR MODEL WITH PREY REFUGE AND HOLLING TYPE-II FUNCTIONAL RESPONSE3
SYSTEM VARIABLE REDUCTION AND GLOBAL SENSITIVITY ANALYSIS FOR A COMPLEX MODEL OF CANCER CELL DIFFERENTIATION3
OPTIMAL CONTROL ANALYSIS OF A TUBERCULOSIS MODEL3
EXTINCTION THRESHOLD IN A STOCHASTIC EPIDEMIC MODEL FOR ROTAVIRUS DYNAMICS WITH CONTAMINATED ENVIRONMENT3
BIFURCATION ANALYSIS AND CHAOS CONTROL OF THE DISSOLVED OXYGEN-PHYTOPLANKTON DYNAMICAL MODEL3
GLOBAL DYNAMICS AND OPTIMAL CONTROL FOR A VECTOR-BORNE EPIDEMIC MODEL WITH MULTI-CLASS-AGE STRUCTURE AND HORIZONTAL TRANSMISSION3
DYNAMICAL BEHAVIOR OF A STOCHASTIC FOOD CHAIN CHEMOSTAT MODEL WITH VARIABLE YIELDS3
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