Mathematics
Dr John Appleby
| Name: | Dr John Appleby |
|---|---|
| Phone Number | 8232 |
| Room: | X133 |
| E-Mail Address: | |
| Work Area: | Academic Staff |
| Homepage | Personal Homepage |

Dr John Appleby
Research Interests:
Deterministic and stochastic functional differential equations, Stochastic Analysis, Mathematical Finance.
Selected Peer Reviewed Journals
- John A. D. Appleby and Katja Krol. 2011. Long memory in a linear stochastic Volterra equation. Journal Of Mathematical Analysis And Applications, 380, 2, pp814-830.
- John A. D. Appleby, Alexandra Rodkina, and Henri Schurz. 2011. On an exponential martingale approach to almost sure stability of Itô SDEs in R^1. Dynamics Of Continuous, Discrete & Impulsive Systems. Series A. Math Anal, 18, 4, pp471-484.
- John A. D. Appleby, David W. Reynolds and Istvan Gyori. 2011. History--dependent decay rates for a logistic equation with infinite delay. Proceedings Of Royal Society Edinburgh, Section A, 141, 1, pp23-44.
- John A. D. Appleby and John A. Daniels. 2011. Exponential growth in the solution of an affine stochastic differential equation with an average functional and financial market bubbles. Discrete And Continuous Dynamical Systems, Series A, Supplement,, pp91-101.
- John A. D. Appleby, Jian Cheng and Alexandra Rodkina. 2011. Characterisation of the asymptotic behaviour of scalar linear differential equations with respect to a fading stochastic perturbation. Discrete And Continuous Dynamical Systems, Series A, Supplement,, pp79-90.
- John A. D. Appleby. 2010. On the Positivity and Zero Crossings of Solutions of Stochastic Volterra Integrodifferential Equations. International Journal Of Differential Equations, Volume 2010, Article ID 508217, pp1-25.
- John A. D. Appleby. 2010. History--Dependent and Regularly Varying Convergence Rates of Solutions of Infinite Memory Volterra Integrodifferential Equations. Advances In Difference Equations, Volume 2010, Article ID 478291, pp1-31.
- John A. D. Appleby and Evelyn Buckwar. 2010. A constructive comparison technique for determining the asymptotic behaviour of linear functional differential equations with unbounded delay. Differential Equations And Dynamical Systems, 18, 3, pp271-301.
- John A. D. Appleby and Markus Riedle. 2010. Stochastic Volterra differential equations in weighted spaces. Journal Of Integral Equations And Applications, 22, 1, pp1-17.
- John A. D. Appleby, Alexandra Rodkina and Henri Schurz. 2010. Non-positivity and oscillations of solutions of nonlinear stochastic difference equations with state-dependent noise. Journal Of Difference Equations And Applications, 16, 7, pp807-830.
- John A. D. Appleby, Conall Kelly and Alexandra Rodkina. 2010. On the use of adaptive meshes to counter overshoot in solutions of discretised nonlinear stochastic differential equations. International Journal Of Difference Equations, 5, 2, pp129-148.
- John A. D. Appleby, Jian Cheng, and Alexandra Rodkina. 2010. The split-step Euler--Maruyama method preserves asymptotic stability for simulated annealing problems. Proceedings Of Dynamic Systems And Applications, Volume 4,, pp31-36.
- John A. D. Appleby, Malgorzata Guzowska, Alexandra Rodkina, and Conall Kelly. 2010. Preservation of positivity in the solution of discretised stochastic differential equation. Applied Mathematics And Computation, 217, 2, pp763-774.
- John A. D. Appleby, Michael J. McCarthy and Alexandra Rodkina. 2010. Exact growth rates of solutions of delay--dominated differential equations. Proceedings Of Dynamic Systems And Applications, Volume 4,, pp37-42.
- John A. D. Appleby, Xuerong Mao and Huizhong Wu. 2010. On the almost sure partial maxima of solutions of affine stochastic functional differential equations. Siam Journal On Mathematical Analysis, 42, 2, pp646-678.
- John A.D. Appleby, Xuerong Mao, Conall Kelly, and Alexandra Rodkina. 2010. On the local dynamics of polynomial difference equations with fading stochastic perturbations. Dynamics Of Continuous, Discrete & Impulsive Systems. Series A. Math Anal, 17, 3, pp401-430.
- John A. D. Appleby and Alexandra Rodkina. 2009. Stability of Nonlinear Stochastic Volterra Difference Equations with Respect to a Fading Perturbation. International Journal Of Difference Equations, 4, 2, pp165-184.
- John A. D. Appleby and Catherine Swords. 2009. Asymptotic behaviour of a nonlinear stochastic difference equation modelling an inefficient financial market. Adv. Stud. Pure Math. 53,, pp23-33.
- John A. D. Appleby, Alexandra Rodkina and Henri Schurz. 2009. On the oscillation of solutions of stochastic difference equations. Matematicas: Ensenanza Universitaria, 17, 2, pp1-10.
- John A. D. Appleby, Alexandra Rodkina and Lih--Ing W. Roeger. 2009. Stability of a limit cycle for a planar system with stochastic perturbations. Functional Differential Equations, 16, 1, pp73-91.
- John A. D. Appleby, Alexandra Rodkina, and Gregory Berkolaiko. 2009. Nonexponential stability and Decay Rates of Nonlinear Stochastic Difference Equations with unbounded noises. Stochastics And Stochastics Reports, 81, 2 , pp99-127.
- John A. D. Appleby, Alexandra Rodkina, and Markus Riedle. 2009. On Asymptotic Stability of linear stochastic Volterra difference equations with respect to a fading perturbation. Adv. Stud. Pure Math. 53,, pp271-282.
- John A. D. Appleby, Conall Kelly, Xuerong Mao, and Alexandra Rodkina. 2009. Positivity and stabilization for nonlinear stochastic delay differential equations. Stochastics And Stochastics Reports, 81, 1, pp29-54.
- John A. D. Appleby, James Gleeson, and Alexandra Rodkina. 2009. Stability under fading stochastic perturbations of globally stable nonlinear differential equations. Applicable Analysis, 88, 4, pp579-603.
- John A. D. Appleby, Michael J. McCarthy and Alexandra Rodkina. 2009. Growth rates of delay-differential equations and uniform Euler schemes. Difference Equations and Applications,, pp117-124.
- John A. D. Appleby, Xuerong Mao, and Markus Riedle. 2009. Geometric Brownian motion with delay: mean square characterisation. Proceedings Of The American Mathematical Society, 137, 1, pp339-348.
- John A.D. Appleby and Huizhong Wu. 2009. Solutions of stochastic differential equations obeying the law of the iterated logarithm with applications to financial markets. Electronic Journal Of Probability, 14, Paper no. 33, pp912-959.
- John A.D. Appleby, Terry Lynch, Xuerong Mao, and Huizhong Wu. 2009. The Size of the Largest Fluctuations in a Market Model with Markovian Switching. Communications In Applied Analysis, 13, 2, pp135-166.
- John A. D. Appleby. 2008. Convergence rates of the solution of a Volterra-type stochastic differential equations to a non-equilibrium limit. Elec Jnl Qualitative Theory Of Differential Equations, Proc. 8th Coll. QTDE, No. 1, pp1-30.
- John A. D. Appleby and David Reynolds. 2008. Decay rates of solutions of linear stochastic Volterra equations. Electronic Journal Of Probability, 13, Paper no. 30, pp922-943.
- John A. D. Appleby and Huizhong Wu. 2008. Exponential growth and Gaussian--like fluctuations of solutions of stochastic differential equations with maximum functionals. Journal Of Physics : Conference Series, 138, paper number 012002, pp1-25.
- John A. D. Appleby, Alexandra Rodkina, and Catherine Swords. 2008. Fat Tails and Bubbles in a Discrete Time Model of an Inefficient Financial Market. Proceedings Of Dynamic Systems And Applications, 5, , pp35-45.
- John A. D. Appleby, Dana Mackey, and Alexandra Rodkina. 2008. Almost sure polynomial asymptotic stability of stochastic difference equations, Journal of Mathematical Sciences. 149, 6, pp1629-1647.
- John A. D. Appleby, Gregory Berkoliako and Alexandra Rodkina. 2008. On Local Stability for a Nonlinear Difference Equation with a Non-Hyperbolic Equilibrium and Fading Stochastic Perturbations. Journal Of Difference Equations And Applications, 14, 9, pp923-951.
- John A. D. Appleby, Siobhan Devin, David Reynolds. 2008. Characterisation of exponential convergence to non--equilibrium limits for stochastic Volterra equations. Journal Of Applied Mathematics And Stochastic Analysis, Volume 2008, Article ID 473156, pp1-27.
- John A. D. Appleby, Xuerong Mao and Alexandra Rodkina. 2008. Stabilization and destabilization of nonlinear differential equations by noise. Ieee Transactions On Automatic Control, 53, 3, pp683-691.
- John A.D. Appleby, Alexandra Rodkina, and James Gleeson. 2008. Asymptotic constancy and stability in nonautonomous stochastic differential equations. Cubo: Revista De Matematica, 10, 3, pp145-160.
- John A. D. Appleby and Alexandra Rodkina. 2007. On the Oscillation of Solutions of Stochastic Difference Equations with State-Independent Perturbations. International Journal Of Difference Equations, 2, 2, pp139-164.
- John A. D. Appleby and Conall Kelly. 2007. Spurious oscillation in an Euler discretisation of linear stochastic differential equations with vanishing delay. Journal Of Computational And Applied Mathematics, 205, 2, pp923-935.
- John A. D. Appleby, Istvan Gyori, and David W. Reynolds. 2007. On exact rates of growth and decay of solutions of a linear Volterra equation in linear viscoelasticity. Note Di Matematica, 27, 2, pp215-228.
- John A. D. Appleby, Malgorzata Guzowska, and Alexandra Rodkina. 2007. On polynomial rate of decay and growth of solution to nonlinear difference equations. Revista De Matematica: Teoria Y Aplicaciones, 14, 2, pp33-44.
- John A. D. Appleby, Siobhan Devin and David W. Reynolds. 2007. Almost sure convergence of solutions of linear stochastic Volterra equations to nonequilibrium limits. Journal Of Integral Equations And Applications, 19, 4 , pp405-437.
- John A. D. Appleby and Aoife Flynn. 2006. Stabilization of Volterra equations by noise. Journal Of Applied Mathematics And Stochastic Analysis, 2006, Article ID 89729, pp1-29.
- John A. D. Appleby and Conall Kelly. 2006. Prevention of Explosions in Solutions of Functional Differential Equations by Noise Perturbation. Dynamic Systems And Applications, 15, 2, pp227-240.
- John A. D. Appleby and Conall Kelly. 2006. Oscillation of solutions of a nonuniform discretisation of linear stochastic differential equations with vanishing delay. Dynamics Of Continuous, Discrete & Impulsive Systems. Series A. Math Anal, 13B, supplement , pp535-550.
- John A. D. Appleby and Markus Riedle. 2006. Almost sure asymptotic stability of stochastic Volterra integro-differential equations with fading perturbations. Stochastic Analysis And Its Applications, 24, 4, pp813-826.
- John A. D. Appleby, Alexandra Rodkina, and Henri Schurz. 2006. Pathwise non-exponential decay rates of solutions of scalar nonlinear stochastic differential equations. Discrete And Continuous Dynamical Systems, Series B, 6, 4, pp667-696.
- John A. D. Appleby, David W. Reynolds, and Siobhan Devin. 2006. Mean square convergence of solutions of linear Ito Volterra equations to non-equilibrium limits. Dynamics Of Continuous, Discrete & Impulsive Systems. Series A. Math Anal, 13B, supplement, pp515-534.
- John A. D. Appleby, Istvan Gyori, and David W. Reynolds. 2006. On exact convergence rates of solutions of linear systems of Volterra difference equations. Journal Of Difference Equations And Applications, 12, 12, pp1257-1275.
- John A. D. Appleby, Mauro Fabrizio, Barbara Lazzari and David W. Reynolds. 2006. On exponential asympototic stability in linear viscoelasticity. Mathematical Models And Methods In Applied Sciences, 16, 10, pp1677-1694.
- John A. D. Appleby, Xuerong Mao, and Alexandra Rodkina. 2006. On stochastic stabilization of difference equations. Discrete And Continuous Dynamical Systems, Series A, 15, 3, pp843-857.
- John A.D.Appleby, Istvan Gyori, and David Reynolds. 2006. On exact rates of decay of solutions of linear systems of Volterra equations with delay. Journal Of Mathematical Analysis And Applications, 320, 1, pp56-77.
- John A. D. Appleby. 2005. Exponential asymptotic stability of nonlinear Ito-Volterra equations with damped stochastic perturbations. Functional Differential Equations, 12, 1-2, pp7-34.
- John A. D. Appleby. 2005. Decay and growth rates of solutions of scalar stochastic delay differential equations with unbounded delay and state dependent noise. Stochastics And Dynamics, 5, 2, pp133-147.
- John A. D. Appleby and Alexandra Rodkina. 2005. On the asymptotic stability of polynomial stochastic delay differential equations. Functional Differential Equations, 12, 1-2, pp35-66.
- John A. D. Appleby and Alexandra Rodkina. 2005. Rates of decay and growth of solutions to linear stochastic differential equations with state-independent perturbations. Stochastics And Stochastics Reports, 77, 3, pp271-295.
- John A. D. Appleby and Xuerong Mao. 2005. Stochastic Stabilisation of Functional Differential Equations. Systems And Control Letters, 54, 11, pp1069-1081.
- John A. D. Appleby, Siobhan Devin and David Reynolds. 2005. Exponential convergence to a nontrivial limit in linear Volterra integrodifferential equations. Elec Jnl Qualitative Theory Of Differential Equations, 2005, Paper No. 9, pp1-16.
- John A. D. Appleby, Xuerong Mao, and Alexandra Rodkina. 2005. Pathwise superexponential decay rates of solutions of autonomous stochastic differential equations. Stochastics And Stochastics Reports, 77, 3, pp241-270.
- John A.D. Appleby and Evelyn Buckwar. 2005. Noise induced oscillation in solutions of stochastic delay differential equations. Dynamic Systems And Applications, 14, 2, pp175-197.
- John A. D. Appleby. 2004. Almost sure subexponential decay rates of scalar Ito-Volterra equations. Elec Jnl Qualitative Theory Of Differential Equations, Proc. 7th Coll. QTDE, Paper no. 1, pp1-32.
- John A. D. Appleby. 2004. Subexponential solutions of scalar linear Ito-Volterra equations with damped stochastic perturbations. Functional Differential Equations, 11, 1-2, pp5-10.
- John A. D. Appleby and Conall Kelly. 2004. Oscillation and non-oscillation in solutions of nonlinear stochastic delay differential equations. Electronic Communications In Probability, 9, Paper no. 12, pp106-118.
- John A. D. Appleby and Dana Mackey. 2004. Polynomial asymptotic stability of damped stochastic differential equations. Elec Jnl Qualitative Theory Of Differential Equations, Proc. 7th Coll. QTDE, Paper No. 2, pp1-33.
- John A. D. Appleby and David W. Reynolds. 2004. On the nonexponential decay to equilibrium of solutions of nonlinear scalar Volterra integro-differential equations. Elec Jnl Qualitative Theory Of Differential Equations, Proc. 7th. Coll. QTDE, Paper no. 3, pp1-14.
- John A. D. Appleby and David W. Reynolds. 2004. On necessary and sufficient conditions for exponential stability in linear Volterra integro--differential equations. Journal Of Integral Equations And Applications, 16, 3, pp221-240.
- John A. D. Appleby and David W. Reynolds. 2004. Subexponential solutions of linear integrodifferential equations. Proceedings Of Dynamic Systems And Applications, 4, , pp488-494.
- John A. D. Appleby, Istvan Gyori, and David W. Reynolds,. 2004. Subexponential solutions of linear scalar integrodifferential equations with a delay. Functional Differential Equations, 11, 1-2, pp11-18.
- John A.D. Appleby and Conall Kelly. 2004. Asymptotic and oscillatory properties of linear stochastic delay differential equations with vanishing delay. Functional Differential Equations, 11, 3-4, pp235-265.
- John A. D. Appleby. 2003. p-th-mean integrability and almost sure asymptotic stability of Ito-Volterra equations.. Journal Of Integral Equations And Applications, 15, 4, pp321-341.
- John A. D. Appleby and Alan Freeman. 2003. Exponential asymptotic stability of linear Ito-Volterra equations with damped stochastic perturbations. Electronic Journal Of Probability, 8, Paper No. 22, pp1-22.
- John A. D. Appleby and David W. Reynolds. 2003. Corrigendum "Subexponential solutions of linear Volterra integro-differential equations and transient renewal equations". Proceedings Of Royal Society Edinburgh, Section A, 133,, pp1421-1421.
- John A. D. Appleby and David W. Reynolds. 2003. Non-exponential stability of scalar stochastic Volterra equations. Statistics And Probability Letters, 62, 4, pp335-343.
- John A. D. Appleby and David W. Reynolds. 2002. On the Non-Exponential Convergence of Asymptotically Stable Solutions of Linear Scalar Volterra Integro-Differential Equations. Journal Of Integral Equations And Applications, 14, 2, pp109-118.
- John A. D. Appleby. 2002. Almost sure stability of linear Ito-Volterra equations with damped stochastic perturbations. Electronic Communications In Probability, 7, Paper no. 22, pp223-234.
- John A. D. Appleby and David W. Reynolds. 2002. Subexponential solutions of linear integro-differential equations and transient renewal equations. Proceedings Of Royal Society Edinburgh, Section A, 132, 3, pp521-543.
- John A. D. Appleby. 2000. Heterogeneity and seasonaility in financial markerts. International Journal Of Theoretical And Applied Finance, 3, , pp491-492.
Selected Books
- Terry Lynch and John A D Appleby. Large Fluctuations of Stochastic Differential Equations: Regime Switching and Applications to Simulation and Finance, LAP LAMBERT Academic Publishing, 2010.
- Huizhong Wu and John A. D. Appleby. Pathwise Large Deviations of Stochastic Differential Equations with Applications to Finance, LAP Lambert Academic Publishing, 2010.
- Catherine Swords and John A. D. Appleby. Stochastic Delay Difference and Differential Equations: Applications to Financial Markets, LAP Lambert Academic Publishing, 2010.
- John H. Miller, David Edelman and John A. D. Appleby. Numerical Methods in Finance, Chapman & Hall/CRC Press, 2007.
Selected Chapters
- John A. D. Appleby. 2006. Appleby's Stochastic Perturbations. Stability by Fixed Point Theory for Functional Differential Equations, pp325-354.
- John A. D. Appleby, Conall Kelly, and Alexandra Rodkina , Dynamical consistency of solutions of continuous and discrete stochastic equations with a finite time explosion, Discrete dynamics and difference equations, - , , 163 - 172
- John A. D. Appleby, On the change from deterministic to stochastic decay and growth rates of solutions of scalar stochastic differential equations, Equadiff 11, 12-AUG-07 - 17-AUG-07, Technical University, Vienna
- John A. D. Appleby, A Classroom Presentation of Large Fluctuations in Time Series Models, Actuarial Teachers' and Researchers' Conference, 17-JUL-07 - 18-JUL-07, University of Leeds Business School
- John A. D. Appleby, Numerical detection of finite-time explosions in stochastic differential equations, International Conference on Difference Equations and Applications,, 09-JUL-07 - 13-JUL-07, Lisbon
- John A. D. Appleby, Continuous time ARIMA models with infinite memory, Workshop on Quantitative Methods in Financial and Energy Financial Modeling and Risk Theory, International Conference on Dynamical Systems and Applications, 18-MAY-07 - 22-MAY-07, Atlanta, Georgia
- John A. D. Appleby, Characterisation of long memory and asymptotic behaviour in linear stochastic functional differential equations, with applications to mathematical finance, Workshop on Stochastic Systems and Applications, International Conference on Dynamical Systems and Applicatiobs, 18-MAY-07 - 22-MAY-07, Atlanta, Georgia
- John A. D. Appleby, Characterisation of mean--square stability in linear stochastic equations of Volterra type, with applications to finance, International Conference on Difference Equations and Applications, 22-JUL-06 - 26-JUL-06, Kyoto, Japan
- John A. D. Appleby, A Classroom Model of an Inefficient Market , Actuarial Teachers' and Researchers' Conference, 08-JUL-06 - 09-JUL-06, University College Dublin
- John A. D. Appleby , Large fluctuations in inefficient market models, ICHSA 2006, Special Session: Quantitative Methods in Financial and Energy Financial Modelling,, 18-MAY-06 - 22-MAY-06, Lafayette, Louisiana
- John A. D. Appleby, Harmless, helpful, and dangerous stochastic perturbations, Irish Mathematical Society September Meeting, 01-SEP-05 - 02-SEP-05, DCU
- John A. D. Appleby, Xuerong Mao, Dana Mackey, Alexandra Rodkina and Henri Schurz, Stability and Decay Rates of Stochastic Differential and Difference Equations , 4th International Conference on Differential and Functional Differential Equations, 20-AUG-05 - 25-AUG-05, Steklov Mathematical Institute, Moscow
- John A. D. Appleby, Xuerong Mao, Alexandra Rodkina, Superexponential stability in autonomous deterministic and stochastic differential systems, Differential and Difference Equations and Applications, Special Session on Functional Differential Equations,, 01-AUG-05 - , FIT, Melbourne, Florida
- John A. D. Appleby, Some Contributions of Mandlebrot to Insurance Mathematics, Actuarial Teachers' and Research Conference 2005 (ATRC 2005), 30-JUL-05 - , Heriot-Watt University, Edinburgh
- John A. D. Appleby and Conall Kelly, Comparison of the long-time behaviour of stochastic functional differential and difference equations, DEDS 2005, Special Session on ``Qualitative Theory of Functional Equations'', 30-JUL-05 - , University of Guelph, Ontario
- John A. D. Appleby and Evelyn Buckwar, Asymptotic behaviour of deterministic and stochastic continuous and discrete functional differential equations with unbounded delay, Algorithms for Approximation V, Special Session on ``Applications Leading to Equations with Memory and After--effect'', 30-JUL-05 - , Chester University College, Chester
- John A. D. Appleby, The growth rate of almost sure partial maxima of stochastic functional differential equations, Session on Dynamics of Delay Differential and Difference Equations with Applications, World Congress of Nonlinear Analysis, 30-JUN-04 - 07-JUL-04, Orlando, Florida
- John A. D. Appleby, David W. Reynolds, Istvan Gyori, Subexponential solutions of linear Volterra integro-differential systems, Session on Application of Fixed Point Theory to Functional Equations, World Congress of Nonlinear Analysis, 30-JUN-04 - 07-JUL-04, Orlando, Florida
- John A. D. Appleby, Asymptotic behaviour of stochastic delay equations with unbounded delay, Workshop on Stochastic Systems with Delay and Memory, 10-FEB-04 - 14-FEB-04, Wittenberg
- John Appleby, Subexponential solutions of linear Ito-Volterra equations with a damped perturbation, Delay Differential and Difference Equations with Applications (DDEA03), , 25-AUG-03 - 29-AUG-03, Veszprem, Hungary
- John Appleby, Non-exponential stability of stochastic Volterra equations, 7th Colloquium on the Qualitative Theory of Differential Equations , 07-JUL-03 - 12-JUL-03, Bolyai Institute, Szeged, Hungary
- John Appleby and Dana Mackey, Polynomial asymptotic stability of damped stochastic differential equations, 7th Colloquium on the Qualitative Theory of Differential Equations, , 07-JUL-03 - 12-JUL-03, Bolyai Institute, Szeged, Hungary
- John Appleby and Conall Kelly, Explosive and non-explosive solutions of stochastic functional differential equations, 5th Dublin Differential Equations Conference, 10-JUN-03 - 14-JUN-03, Dublin City University
- John Appleby and Conall Kelly, Asymptotic and Oscillatory Properties of Linear Stochastic Delay Differential Equations with Vanishing Delay, Workshop on Stochastic Systems and Applications, 4th International Congress on Dynamical Systems and Applications, 21-MAY-03 - 24-MAY-03, Morehouse College, Atlanta, GA
- John Appleby and Conall Kelly, Prevention of Explosions in Solutions of Functional Differential Equations by Noise Perturbation , Workshop on Stochastic Systems and Applications, 4th International Congress on Dynamical Systems and Applications, 21-MAY-03 - 24-MAY-03, Morehouse College, Atlanta, GA
- John Appleby, Exact polynomial decay rates of solutions of nonlinear functional differential equations and stochastic differential equations, Workshop on Problems with Memory and After-effect , 08-DEC-01 - 12-DEC-01, Manchester University/Chester College
- John Appleby, Aoife Flynn, David Reynolds, Stabilisation and Destabilisation of Functional Differential Equations by Noise, 4th Dublin Differential Equations Conference, 09-SEP-01 - 13-SEP-01, Dublin City University
- John Appleby and Evelyn Buckwar, Stability and growth rates of solutions of the stochastic pantograph equation, Applied Nonlinear Analysis and Differential Equations, 19-JUL-01 - 21-JUL-01, Wadham College, Oxford
- John Appleby and Evelyn Buckwar, Oscillatory behaviour of solutions of the stochastic pantograph equation, Applied Nonlinear Analysis and Differential Equations, 19-JUL-01 - 21-JUL-01, Wadham College, Oxford
- John Appleby and Evelyn Buckwar, Asymptotic behaviour of solutions of the stochastic pantograph equation with multiplicative noise, Applied Nonlinear Analysis and Differential Equations, 19-JUL-01 - 21-JUL-01, Wadham College, Oxford
- John Appleby, Asymptotic stability of Ito-Volterra equations, Christmas Mathematical Symposium, 19-DEC-00 - 20-DEC-00, Dublin Institute for Advanced Studies
- John Appleby, A complete market model with feedback, 16th IMACS World Congress, 21-AUG-00 - 25-AUG-00, EPFL, Lausanne
- John Appleby, Self-reinforcing asset price fluctuations, British Applied Mathematics Colloquium, 25-APR-00 - 28-APR-00, University of Manchester Institute of Science and Technology (UMIST)
- John Appleby, David Reynolds, Bubbles and crashes in financial markets with memory, British Applied Mathematics Colloquium, 25-APR-00 - 28-APR-00, University of Manchester Institute of Science and Technology (UMIST)
- John Appleby and David Reynolds, Asymptotics of linear convolution integro-differential equations, Easter Mathematical Symposium, 15-MAR-00 - 16-MAR-00, Dublin institute for Advanced Studies
- John Appleby and David Reynolds, Non-exponential asymptotic stability of Volterra equations, Christmas Mathematical Symposium, 21-DEC-99 - 22-DEC-99, Dublin Institute for Advanced Studies
- John Appleby, Modelling speculative Dynamics, Irish Mathematical Students Association, 26-NOV-99 - 28-NOV-99, University College Cork
- John Appleby, Heterogeneity and Seasonality in Financial Markets, Applications of Physics in Financial Analysis, 15-JUL-99 - 17-JUL-99, Trinity College Dublin
- John Appleby, Speculation with memory, International conference on Mathematical Finance, 14-JUN-99 - 18-JUN-99, Hammamet, Tunisia










