Search Results - "Krisztin, T."

The vulnerabilities of agricultural land and food production to future water scarcity by Fitton, N., Alexander, P., Arnell, N., Bajzelj, B., Calvin, K., Doelman, J., Gerber, J.S., Havlik, P., Hasegawa, T., Herrero, M., Krisztin, T., van Meijl, H., Powell, T., Sands, R., Stehfest, E., West, P.C., Smith, P.

“…•We examine risks to current agricultural land to future changes in water availability.•We present a multiple model inter-comparison of future land demand and…”
Get full text

Semi-parametric spatial autoregressive models in freight generation modeling by Krisztin, Tamás

“…•A model is developed to deal with non-linearities and spatial dependencies in freight generation.•The capabilities of the model are demonstrated in a series…”
Get full text

Harmonization of global land use change and management for the period 850–2100 (LUH2) for CMIP6 by Hurtt, George C., Chini, Louise, Sahajpal, Ritvik, Frolking, Steve, Bodirsky, Benjamin L., Calvin, Katherine, Doelman, Jonathan C., Fisk, Justin, Fujimori, Shinichiro, Goldewijk, Kees Klein, Hasegawa, Tomoko, Havlik, Peter, Heinimann, Andreas, Humpenöder, Florian, Jungclaus, Johan, Kaplan, Jed O., Kennedy, Jennifer, Krisztin, Tamás, Lawrence, David, Lawrence, Peter, Ma, Lei, Mertz, Ole, Pongratz, Julia, Popp, Alexander, Poulter, Benjamin, Riahi, Keywan, Shevliakova, Elena, Stehfest, Elke, Thornton, Peter, Tubiello, Francesco N., Vuuren, Detlef P. van, Zhang, Xin

“…Human land use activities have resulted in large changes to the biogeochemical and biophysical properties of the Earth's surface, with consequences for climate…”
Get full text

Asymptotic Periodicity, Monotonicity, and Oscillation of Solutions of Scalar Neutral Functional Differential Equations by Krisztin, T., Wu, J.

“…We consider the periodic scalar neutral functional differential equation (d/dt)[x(t)−c(t)x(t−τ)]=−h(t,x(t))+h(t−σ,x(t−σ)), wherecis continuously…”
Get full text

A Necessary and Sufficient Condition for the Asymptotic Stability of the Damped Oscillator by Hatvani, L., Krisztin, T., Totik, V.

Get full text

Uniform asymptotic stability of a class of integro-differential systems by Krisztin, T.

Get full text

Global Stability in Models of Population Dynamics with Diffusion. II. Continuously Varying Environments by Krisztin, T., Freedman, H.I.

Get full text

Nonoscillation for Functional Differential Equations of Mixed Type by Krisztin, Tibor

“…An example is given to show that the linear autonomous functional differential equation of mixed type ẋ(t)+∫1−1[dμ(s)]x(t+s)=0 may have a nonoscillatory…”
Get full text

Floquet Theory for a Volterra Equation by Becker, L. C., Burton, T. A., Krisztin, T.

Get full text

Connecting Orbits from Synchronous Periodic Solutions to Phase-Locked Periodic Solutions in a Delay Differential System by Chen, Yuming, Wu, Jianhong, Krisztin, Tibor

“…We consider a system of delay differential equations modelling the excitatory interaction of two identical neurons. Assuming the delay is sufficiently large,…”
Get full text

Invariance Principles for Autonomous Functional Differential Equations by Haddock, J., Krisztin, T., Terjéki, J.

Get full text

UNIFORM ASYMPTOTIC STABILITY OF A CLASS OF INTEGRODIFFERENTIAL SYSTEMS by KRISZTIN, T.

Get full text

GLOBAL STABILITY IN MODELS OF POPULATION DYNAMICS WITH DIFFUSION. II. CONTINUOUSLY VARYING ENVIRONMENTS by KRISZTIN, T., FREEDMAN, H.I.

“…A class of models of single-species dynamics is considered where the diffusion coefficient and reaction term continuously depend on spatial position. It is…”
Get full text

Agent teams and evolutionary computation: Optimizing semi-parametric spatial autoregressive models by Krisztin, T., Koch, M.

“…Classical spatial autoregressive models share the same weakness as the classical linear regression models, namely it is not possible to estimate non-linear…”
Get full text