2018
DOI: 10.1007/s12518-018-0223-5
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Prediction of spatio-temporal land use/land cover dynamics in rapidly developing Varanasi district of Uttar Pradesh, India, using geospatial approach: a comparison of hybrid models

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Cited by 90 publications
(36 citation statements)
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“…Previously, several models have established to imitate and predict the future pattern of LULC. Commonly used models for predicting future LULC are empirical models [17], evolutionary models [18], SLEUTH [19][20][21], cellular automaton (CA)-Markov chain model (MCM) [22][23][24], agent-based models [25], artificial neural network/multiple perceptron neural network (ANN/MLPNN)-based model [26][27][28][29], etc. The detailed information of these models can be found in [26,[30][31][32].…”
Section: Lulc Simulation and Predictionmentioning
confidence: 99%
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“…Previously, several models have established to imitate and predict the future pattern of LULC. Commonly used models for predicting future LULC are empirical models [17], evolutionary models [18], SLEUTH [19][20][21], cellular automaton (CA)-Markov chain model (MCM) [22][23][24], agent-based models [25], artificial neural network/multiple perceptron neural network (ANN/MLPNN)-based model [26][27][28][29], etc. The detailed information of these models can be found in [26,[30][31][32].…”
Section: Lulc Simulation and Predictionmentioning
confidence: 99%
“…The detailed information of these models can be found in [26,[30][31][32]. These models have demonstrated their ability to deliver a quantifiable technique to enable the policy-making process for ecological and urban management and suitability evaluation of land, which is essential to any growing region of the world [27,[33][34][35]. Alternatively, while predicting the future pattern of LULC, each of these models has distinct limitations that have been discussed in [36].…”
Section: Lulc Simulation and Predictionmentioning
confidence: 99%
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“…Por exemplo, se na modelagem houver um potencial para o desmatamento devido à agricultura, as variáveis podem considerar o declive do terreno, proximidade de estradas ou proximidade às áreas anteriormente desmatadas (EASTMAN, 2012;MAS et al, 2014). Além disso, a associação entre cada variável e a distribuição das classes de cobertura do solo que passaram por transição dominantes, é verificada quanto ao seu poder explicativo por meio do coeficiente V de Cramer (HEIDARLOU et al, 2019;MAS et al, 2014;MISHRA et al, 2018). O coeficiente V de Cramer (CRAMÉR, 2016) é calculado pela Equação (1).…”
Section: Modelagem E Calibração Do Potencial De Transiçãounclassified