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Development of anti-foulant ultraviolet-assisted polyvinyl alcohol layer on the polysulfone-based nanohybrid membrane for industrial rubber wastewater decontamination

Kusworo Tutuk Djoko, Kumoro Andri Cahyo, Aryanti Nita, Lingga Fadhilah Fatma, Widiastuti Ade, Vetcher Alexandre A., Dalanta Febio

Prediction of reinejction effects in fault-related subsidiary structures by using fractional derivative-based mathematical models for sustainable design of geothermal reservoirs

Suzuki A., Niibori Y., Fomin S., Chugunov V., Hashida T.

into an advection-dominated geothermal reservoir. A fractional advection-dispersion equation (fADE) and a fractional

Prediction of reinejction effects in fault-related subsidiary structures by using fractional derivative-based mathematical models for sustainable design of geothermal reservoirs

Suzuki A., Niibori Y., Fomin S., Chugunov V., Hashida T.

into an advection-dominated geothermal reservoir. A fractional advection-dispersion equation (fADE) and a fractional

Characterization of tracer responses using fractional derivative-based mathematical model and its application to prediction of mass transport in fractured reservoirs

Suzuki A., Makita H., Niibori Y., Fomin S., Chugunov V., Hashida T.

. In this study, we discuss the use of fractional advection-dispersion equation (fADE) model to characterize

Characterization of tracer responses using fractional derivative-based mathematical model and its application to prediction of mass transport in fractured reservoirs

Suzuki A., Makita H., Niibori Y., Fomin S., Chugunov V., Hashida T.

. In this study, we discuss the use of fractional advection-dispersion equation (fADE) model to characterize

DeepADEMiner: a deep learning pharmacovigilance pipeline for extraction and normalization of adverse drug event mentions on Twitter

Magge A., Tutubalina E., Miftahutdinov Z., Alimova I., Dirkson A., Verberne S., Weissenbacher D., Gonzalez-Hernandez G.

events (ADEs) using annotated datasets, with publications generally focusing on 1 of 3 tasks: ADE

Tension-saturated and unsaturated flows from line sources in subsurface irrigation: Riesenkampf's and Philip's solutions revisited

Kacimov A., Obnosov Y.

ADE for Kirchhoff's potential

Characterizing non-fickian transport in fractured rock masses using fractional derivative-based mathematical model

Suzuki A., Chiba R., Okaze T., Niibori Y., Fomin S., Chugnov V., Hashida T.

A fractional advection-dispersion equation (fADE) was employed to describe non-Fickian mass

Fractional derivative-based tracer analysis method for the characterization of mass transport in fractured geothermal reservoirs

Suzuki A., Niibori Y., Fomin S., Chugunov V., Hashida T.

The fractional advection-dispersion equation (fADE) has been proposed to describe mass transport

Analysis of Water Injection in Fractured Reservoirs Using a Fractional-Derivative-Based Mass and Heat Transfer Model

Suzuki A., Niibori Y., Fomin S., Chugunov V., Hashida T.

transfer equation (fHTE) is derived based on the fractional advection–dispersion equation (fADE

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