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A new truncated M-fractional derivative for air pollutant dispersion

Indian journal of physics, 2020-11, Vol.94 (11), p.1777-1784

2020

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Bladder cancer: ESMO Practice Guidelines for diagnosis, treatment and follow-up

Annals of oncology, 2014-09, Vol.25 Suppl 3, p.iii40-iii48

2014

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The state-of-art of the GILTT method to simulate pollutant dispersion in the atmosphere

Atmospheric research, 2009-03, Vol.92 (1), p.1-17

2009

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A new analytical approach to simulate the pollutant dispersion in the PBL

Atmospheric environment (1994), 2005-04, Vol.39 (12), p.2171-2178

2005

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Increasing Blood Glucose Variability Heralds Hypoglycemia in the Critically Ill

The Journal of surgical research, 2011-10, Vol.170 (2), p.257-264

2011

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An analytical model with temporal variable eddy diffusivity applied to contaminant dispersion in the atmospheric boundary layer

Physica A, 2012-04, Vol.391 (8), p.2576-2584

2012

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Near-source atmospheric pollutant dispersion using the new GILTT method

Atmospheric environment (1994), 2005-11, Vol.39 (34), p.6289-6294

2005

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A puff model using a three-dimensional analytical solution for the pollutant diffusion process

Atmospheric research, 2013-12, Vol.134, p.131-136

2013

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The GILTT solution of the advection–diffusion equation for an inhomogeneous and nonstationary PBL

Atmospheric environment (1994), 2006-06, Vol.40 (17), p.3186-3194

2006

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Derivation of an eddy diffusivity coefficient depending on source distance for a shear dominated planetary boundary layer

Physica A, 2012-12, Vol.391 (24), p.6577-6586

2012

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Mathematical Modeling to Perform an Analysis of Social Isolation Periods in the Dissemination of COVID-19

Trends in Computational and Applied Mathematics, 2021-12, Vol.22 (4), p.595-608

2021

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An analytical solution of the advection-diffusion equation considering non-local turbulence closure

Environmental fluid mechanics (Dordrecht, Netherlands : 2001), 2007-02, Vol.7 (1), p.43-54

2007

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Diffuse large B-cell lymphoma (DLBCL): ESMO Clinical Practice Guidelines for diagnosis, treatment and follow-up

Annals of oncology, 2015-09, Vol.26, p.v116-v125

2015

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Solution Estimates for some Weakly Nonlinear ODEs

Tema (Petró́polis, Brazil), 2005-06, Vol.6 (1)

2005

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A Two-Dimensional Solution of the Advection–Diffusion Equation with Dry Deposition to the Ground

Journal of applied meteorology and climatology, 2008-08, Vol.47 (8), p.2096-2104

2008

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Simulation of pollutant dispersion for low wind conditions in stable and convective planetary boundary layer

Atmospheric environment (1994), 2007-08, Vol.41 (26), p.5496-5501

2007

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Alkylating Agents in the Treatment of Waldenström Macroglobulinemia

Hematology/oncology clinics of North America, 2018-10, Vol.32 (5), p.821-827

Buske, Christian, MD

2018

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Some characteristics of a plume from a point source based on analytical solution of the two-dimensional advection–diffusion equation

Atmospheric environment (1994), 2009-04, Vol.43 (13), p.2221-2227

2009

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Boron-Mediated Aldol Reaction of Carboxylic Esters: Complementary Anti- and Syn-Selective Asymmetric Aldol Reactions

Journal of organic chemistry, 2002-07, Vol.67 (15), p.5250-5256

2002

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Erratum to “A new analytical approach to simulate the pollutant dispersion in the PBL”[Atmos. Environ. 39 (2005) 2171–2178]

Atmospheric environment (1994), 2006-12, Vol.40 (37), p.7265-7265

2006

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A NEW PUFF MODEL APPLYING AN EXACT SOLUTION OF DIFFUSION EQUATION

Ciência e natura, 2013-01, Vol.35, p.19

2013

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Validating a Closed Form Advection–Diffusion Solution by Experiments: Tritium Dispersion after Emission from the Brazilian Angra Dos Reis Nuclear Power Plant

Integral Methods in Science and Engineering, 2013, p.385-397

2013

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Clinical comparison of histamine H1–receptor antagonist drugs

Journal of allergy and clinical immunology, 1996-12, Vol.98 (6), p.S307-S318

Du Buske, Lawrence M.

1996

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The Analytical Formulation GILTT Applied in a Model of Contaminant Transport in Porous Media

Integral Methods in Science and Engineering, 2023, p.335-345

2023

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A new truncated M-fractional derivative for air pollutant dispersion

Bladder cancer: ESMO Practice Guidelines for diagnosis, treatment and follow-up

The state-of-art of the GILTT method to simulate pollutant dispersion in the atmosphere

A new analytical approach to simulate the pollutant dispersion in the PBL

Increasing Blood Glucose Variability Heralds Hypoglycemia in the Critically Ill

An analytical model with temporal variable eddy diffusivity applied to contaminant dispersion in the atmospheric boundary layer

Near-source atmospheric pollutant dispersion using the new GILTT method

A puff model using a three-dimensional analytical solution for the pollutant diffusion process

The GILTT solution of the advection–diffusion equation for an inhomogeneous and nonstationary PBL

Derivation of an eddy diffusivity coefficient depending on source distance for a shear dominated planetary boundary layer

Mathematical Modeling to Perform an Analysis of Social Isolation Periods in the Dissemination of COVID-19

An analytical solution of the advection-diffusion equation considering non-local turbulence closure

Diffuse large B-cell lymphoma (DLBCL): ESMO Clinical Practice Guidelines for diagnosis, treatment and follow-up

Solution Estimates for some Weakly Nonlinear ODEs

A Two-Dimensional Solution of the Advection–Diffusion Equation with Dry Deposition to the Ground

Simulation of pollutant dispersion for low wind conditions in stable and convective planetary boundary layer

Alkylating Agents in the Treatment of Waldenström Macroglobulinemia

Some characteristics of a plume from a point source based on analytical solution of the two-dimensional advection–diffusion equation

Boron-Mediated Aldol Reaction of Carboxylic Esters: Complementary Anti- and Syn-Selective Asymmetric Aldol Reactions

Progression-free survival of early interim PET-positive patients with advanced stage Hodgkin's lymphoma treated with BEACOPPescalated alone or in combination with rituximab (HD18): an open-label, international, randomised phase 3 study by the German Hodgkin Study Group

Erratum to “A new analytical approach to simulate the pollutant dispersion in the PBL”[Atmos. Environ. 39 (2005) 2171–2178]

A NEW PUFF MODEL APPLYING AN EXACT SOLUTION OF DIFFUSION EQUATION

Validating a Closed Form Advection–Diffusion Solution by Experiments: Tritium Dispersion after Emission from the Brazilian Angra Dos Reis Nuclear Power Plant

Clinical comparison of histamine H1–receptor antagonist drugs

The Analytical Formulation GILTT Applied in a Model of Contaminant Transport in Porous Media

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