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Reactions of Standing Bipeds on Moving Platforms to Keep Their Balance May Increase the Amplitude of Oscillations of Platforms Satisfying Hooke's Law

PloS one, 2016-06, Vol.11 (6), p.e0157675-e0157675

2016

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Lateral oscillations of the center of mass of bipeds as they walk. Inverted pendulum model with two degrees of freedom

AIP advances, 2015-10, Vol.5 (10), p.107208-107208-10

H Goldsztein, Guillermo

2015

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Self-Organization When Pedestrians Move in Opposite Directions. Multi-Lane Circular Track Model

Applied sciences, 2020-01, Vol.10 (2), p.563

Goldsztein, Guillermo H.

2020

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Crowd of individuals walking in opposite directions. A toy model to study the segregation of the group into lanes of individuals moving in the same direction

Physica A, 2017-08, Vol.479, p.162-173

Goldsztein, Guillermo H.

2017

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A Mathematical Model of the Formation of Lanes in Crowds of Pedestrians Moving in Opposite Directions

Discrete Dynamics in Nature and Society, 2015-01, Vol.2015, p.1-7

2015

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Coupled metronomes on a moving platform with Coulomb friction

Chaos (Woodbury, N.Y.), 2022-04, Vol.32 (4), p.043119

2022

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AC Diffusion: Transport in Porous Networks Subjected to Zero-Time-Average Advective Flow

Transport in porous media, 2012-05, Vol.93 (1), p.51-61

2012

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The effective energy and laminated microstructures in martensitic phase transformations

Journal of the mechanics and physics of solids, 2001-04, Vol.49 (4), p.899-925

GOLDSZTEIN, Guillermo H

2001

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EFFECTS OF THE FIBERS' SHAPE AND VOLUME FRACTION ON THE STRENGTH OF IDEALLY PLASTIC FIBER REINFORCED COMPOSITES

SIAM journal on applied mathematics, 2012-01, Vol.72 (3), p.713-724

GOLDSZTEIN, GUILLERMO H.

2012

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Acquired immunodeficiency syndrome related Kaposi's sarcoma eroding the maxillary bone

Journal of laryngology and otology, 2008-09, Vol.122 (9), p.993-997

2008

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Volume of Suspension That Flows through a Small Orifice before It Clogs

SIAM journal on applied mathematics, 2005-01, Vol.66 (1), p.228-236

Goldsztein, Guillermo H.

2005

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TRANSPORT OF NON-BROWNIAN PARTICLES IN POROUS MEDIA

SIAM journal on applied mathematics, 2011-01, Vol.71 (3), p.773-790

2011

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Phase-locking dynamics for electronic relaxation oscillators via threshold pulse-modulation: Comparing experimental and analytical Arnold tongues

Physica. D, 2023-11, Vol.454, p.133849, Article 133849

2023

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Transport of Nutrients in Bones

SIAM journal on applied mathematics, 2005-01, Vol.65 (6), p.2128-2140

Goldsztein, Guillermo H.

2005

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Capturing latecomer advantages in the adoption of biofuels: The case of Argentina

Energy policy, 2009, Vol.37 (1), p.326-337

2009

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Solute Transport in Porous Media. Media with Capillaries as Voids

SIAM journal on applied mathematics, 2008-01, Vol.68 (5), p.1203-1222

Goldsztein, Guillermo H.

2008

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CLOGGING OF MULTIGRAPHS AS TOY MODELS OF FILTERS

SIAM journal on applied mathematics, 2009-01, Vol.70 (4), p.1078-1096

GOLDSZTEIN, GUILLERMO H.

2009

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MATHEMATICAL MODEL AND ANALYSIS OF THE STRENGTH OF PARTICLE REINFORCED IDEALLY PLASTIC COMPOSITES

Quarterly of applied mathematics, 2017-12, Vol.75 (4), p.769-782

GOLDSZTEIN, GUILLERMO H.

2017

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Gene Expression Profiling of Nasal Polyps Associated With Chronic Sinusitis and Aspirin-Sensitive Asthma

The Laryngoscope, 2008-05, Vol.118 (5), p.881-889

2008

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A fast algorithm for the simulation of polycrystalline misfits. II. Martensitic transformations in three space dimensions

Proceedings of the Royal Society. A, Mathematical, physical, and engineering sciences, 2004-06, Vol.460 (2046), p.1613-1630

2004

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Collapse and Rebound of a Gas Bubble

Studies in applied mathematics (Cambridge), 2004-02, Vol.112 (2), p.101-132

Goldsztein, Guillermo H.

2004

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Filters. The Number of Channels That Can Clog in a Network

SIAM journal on applied mathematics, 2008-01, Vol.69 (3), p.743-762

2008

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Numerical simulation of martensitic transformations in two- and three-dimensional polycrystals

Journal of the mechanics and physics of solids, 2000-06, Vol.48 (6), p.1175-1201

2000

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Dynamical Hysteresis without Static Hysteresis: Scaling Laws and Asymptotic Expansions

SIAM journal on applied mathematics, 1997-08, Vol.57 (4), p.1163-1187

1997

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Suspension extraction through an opening before clogging

Applied physics letters, 2004-11, Vol.85 (19), p.4535-4537

2004

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Reactions of Standing Bipeds on Moving Platforms to Keep Their Balance May Increase the Amplitude of Oscillations of Platforms Satisfying Hooke's Law

Lateral oscillations of the center of mass of bipeds as they walk. Inverted pendulum model with two degrees of freedom

Self-Organization When Pedestrians Move in Opposite Directions. Multi-Lane Circular Track Model

Crowd of individuals walking in opposite directions. A toy model to study the segregation of the group into lanes of individuals moving in the same direction

A Mathematical Model of the Formation of Lanes in Crowds of Pedestrians Moving in Opposite Directions

Coupled metronomes on a moving platform with Coulomb friction

AC Diffusion: Transport in Porous Networks Subjected to Zero-Time-Average Advective Flow

The effective energy and laminated microstructures in martensitic phase transformations

EFFECTS OF THE FIBERS' SHAPE AND VOLUME FRACTION ON THE STRENGTH OF IDEALLY PLASTIC FIBER REINFORCED COMPOSITES

Acquired immunodeficiency syndrome related Kaposi's sarcoma eroding the maxillary bone

Volume of Suspension That Flows through a Small Orifice before It Clogs

TRANSPORT OF NON-BROWNIAN PARTICLES IN POROUS MEDIA

Phase-locking dynamics for electronic relaxation oscillators via threshold pulse-modulation: Comparing experimental and analytical Arnold tongues

Transport of Nutrients in Bones

Capturing latecomer advantages in the adoption of biofuels: The case of Argentina

Solute Transport in Porous Media. Media with Capillaries as Voids

CLOGGING OF MULTIGRAPHS AS TOY MODELS OF FILTERS

MATHEMATICAL MODEL AND ANALYSIS OF THE STRENGTH OF PARTICLE REINFORCED IDEALLY PLASTIC COMPOSITES

Gene Expression Profiling of Nasal Polyps Associated With Chronic Sinusitis and Aspirin-Sensitive Asthma

A fast algorithm for the simulation of polycrystalline misfits. II. Martensitic transformations in three space dimensions

Collapse and Rebound of a Gas Bubble

Filters. The Number of Channels That Can Clog in a Network

Numerical simulation of martensitic transformations in two- and three-dimensional polycrystals

Dynamical Hysteresis without Static Hysteresis: Scaling Laws and Asymptotic Expansions

Suspension extraction through an opening before clogging

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