Ecology Center

» Population Size

  • A - 2
  • A 2 B C D2
  • A B
  • A2
  • Accounting for the freeliving stage
  • Ach1 m pm
  • Adding demography to SIR or SIRS models
  • Age structure and yield per recruit
  • An alternative to Brownian motion the Poisson increment
  • An introduction to some of the problems of sustainable fisheries
  • Applications of stochastic population dynamics to ecology evolution and biodemography
  • Asymptotic expansions
  • Back to the gamma density
  • Bifurcations and catastrophe theory
  • Bioeconomics and the role of discounting
  • Brownian motion
  • C2
  • CdU U1 U263
  • Chaos and complexity
  • Characterizing the transmission between susceptible and infected individuals
  • Cholera
  • Combining behavior and population dynamics - 2
  • Conjugate priors noninformative priors
  • Connections - 2
  • Contents
  • D
  • D gx xs ys x gy xs y s
  • Delay differential equations in general
  • Delay differential models for hostparasitoid dynamics
  • Differential equations in the phase plane
  • Diffusion and exponential population growth
  • Diffusion as a random walk - 2
  • Dpdt cp1 p mp c mp cp2
  • Dr
  • E
  • Ecological applications of disease models
  • Evolution of host choice in parasitoids
  • Evolution of host choice in parasitoids marking pheromones superparasitism and patch leaving
  • Evolution of virulenceevolution of resistance
  • Exercise 313 E
  • Exercise 315 E
  • Exercise 316 EM
  • Exercise 318 EM
  • Exercise 42 E
  • Exercise 43 MH
  • Exercise 44 M
  • Exercise 45 EM
  • Exercise 46 MH
  • Exercise 48 MH
  • Experiments events and probability fundamentals
  • F - 2
  • F xs ys qf x ylxsysx qyf x y
  • Four examples and a metaphor
  • Gaussian white noise
  • General literature
  • Gxy
  • Helminth worms
  • Http HTTF
  • I
  • I1 n
  • Individualbased models
  • Info - 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88
  • J J
  • K
  • L
  • Lhs
  • Life history invariants
  • Linear and nonlinear diffusion
  • Linear regression least squares and total least squares measurement errors in both x and y
  • Marine Fisheries Section American Fisheries Society Special Publication
  • Meanvariance power laws
  • Model selection via likelihood ratio AIC and BIC
  • Moments expectation variance standard deviation and coefficient of variation
  • More about likelihood
  • More advanced models for population dynamics
  • More on mutualism
  • Multiple attacks may provide a different kind of refuge
  • N - 2
  • N 2n 12n20 N
  • Nrv V v v m
  • Nttn 12n nttn nttn 1810
  • O
  • Osp
  • P - 2 3
  • Permissions
  • Population dynamics in fluctuating environments
  • Preface Bill Mote Youngblood Hawke and Mel Brooks
  • Probability and some statistics
  • Pv
  • Random search with depletion
  • Random variables distribution and density functions
  • Risk analysis as a framework in fishery systems
  • Rvrv
  • S
  • Salmon are special
  • Separation of variables and Fourier series
  • Sir Sirs models
  • SJl Cambridge
  • Spontaneous asymmetric synthesis
  • St exp[at t2544
  • Stochastic dynamic programming
  • Stochastic epidemics
  • Stock and recruitment
  • T
  • Tcell phenotypes in multiple infections
  • Testing your methods with simulated data and then some of the real data
  • The basic idea escape from a domain of attraction
  • The basics of stochastic population dynamics
  • The beta density and patch leaving
  • The binomial distribution discrete trials and discrete outcomes
  • The broader ecological setting
  • The coevolution of virulence and host response
  • The evolution of virulence
  • The evolutionary ecology of parasitoids
  • The fdistribution and the second secret of statistics
  • The Fisher equation invasion biology and reaction diffusion equations
  • The fishery system
  • The forward equation
  • The gamma and beta functions
  • The gamma function
  • The lognormal distribution and nonnegative measurements
  • The Mac ArthurWilson theory of extinction time
  • The multinomial distribution more than one kind of success
  • The negative binomial 1 waiting for success
  • The negative binomial distribution 2 a Poisson process with varying rate parameter and the gamma density
  • The Nicholson Bailey model and its generalizations
  • The normal Gaussian distribution the standard for error distributions
  • The optimal level of virulence
  • The Poisson distribution continuous trials and discrete outcomes
  • The population biology of disease
  • The Ricker recruitment function
  • The role of a ceiling on population size
  • The Schaefer model and its extensions
  • The SI model
  • The SIR model of epidemics
  • The SIRS model of endemic diseases
  • The theory of marine reserves
  • The unbeatable ESS level of virulence
  • Thel Theoretical Biologists Toolbox
  • Thinking along sample paths
  • Topics from ordinary and partial differential equations
  • Two dimensional differential equations and the classification of steady states
  • Using the tdistribution in ecological models and Bayesian updating of the parameter
  • V
  • V2p
  • Variation in attack rate
  • Vectorbased models
  • X
  • 1
  • XyMqCy z Cy tdy d
  • Yield per recruit
  • Abscission Needles

    Abscission Needles

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