Search Results - "Herron, DA"

Wide variation in aggressiveness and growth in South African Fusarium circinatum isolates with geographical origin as the primary determinant by Swalarsk-Parry, BS, De Vos, L, Fru, FF, Santana, QC, van der Nest, MA, Wingfield, BD, Wingfield, MJ, Herron, DA, Ramaswe, JB, Dewing, C, Sayari, M, van der Merwe, NA, van Wyk, S, Lane, FA, Wilson, AM, Adegeye, OO, Soal, NC, Price, J-L, Steenkamp, ET

“…Fusarium circinatum is a globally important fungal pathogen that causes pitch canker on a wide range of Pinus species. In this study, we considered mycelial…”
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First fungal genome sequence from Africa: A preliminary analysis by Wingfield, Brenda D., Steenkamp, Emma T., Santana, Quentin C., Coetzee, Martin P.A., Bam, Stefan, Barnes, Irene, Beukes, Chrizelle W., Chan, Wai Yin, De Vos, Lieschen, Fourie, Gerda, Friend, Melanie, Gordon, Thomas R., Herron, Darryl A., Holt, Carson, Korf, Ian, Kvas, Marija, Martin, Simon H., Mlonyeni, X. Osmond, Naidoo, Kershney, Phasha, Mmatshepho M., Postma, Alisa, Reva, Oleg, Roos, Heidi, Simpson, Melissa, Slinski, Stephanie, Slippers, Bernard, Sutherland, Rene, Van der Merwe, Nicolaas A., Van der Nest, Magriet A., Venter, Stephanus N., Wilken, Pieter M., Yandell, Mark, Zipfel, Renate, Wingfield, Mike J.

“…Some of the most significant breakthroughs in the biological sciences this century will emerge from the development of next generation sequencing technologies…”
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QUASICONFORMAL DEFORMATIONS AND VOLUME GROWTH by HERRON, DAVID A.

“…We determine when a metric measure space admits a uniformizing density which has Ahlfors regular volume growth. A characterization of uniformizing conformal…”
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Bilipschitz homogeneous Jordan curves by Ghamsari, Manouchehr, Herron, David A.

“…We characterize bilipschitz homogeneous Jordan curves by utilizing quasihomogeneous parameterizations. We verify that rectifiable bilipschitz homogeneous…”
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Fractal inner chordarc disks by Herron, David A, Sullivan, Theresa S

“…We introduce a class of fractal inner chordarc domains and characterize them as inner Ahlfors regular John disks. We analyze 'global' parametrizations for such…”
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Conformal Capacity and the Quasihyperbolic Metric by Herron, David A., Koskela, Pekka

“…By examining certain capacity conditions we establish a connection between two classes of domains in Rn introduced by Gehring and Martio. We present new…”
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Uniform estimates for the hyperbolic metric and Euclidean distance to the boundary by Flinn, Barbara B., Herron, David A.

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Poincaré domains and quasiconformal mappings by Herron, D. A., Koskela, P.

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Ring domains with separating circles or separating annuli by Herron, David A., Liu, Xiangyang, Minda, David

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