Taxonomy of the fouling cheilostome bryozoans, Schizoporella unicornis, (Johnston) and Schizoporella errata (Waters)

Figure 1. (A–D) Images of Wood's Pliocene specimen from the Coralline Crag, Suffolk (NHM B1675) described in Busk (1859). (A) Group of autozooids at growing edge of colony within small bivalve shell. (B) Autozooids exhibiting deep V-shaped sinus. (C) Frontal shield with paired avicularia and deep V-shaped sinus. (D) Detail of primary orifice and sinus. (E, F) Lectotype of Schizoporella unicornis [NHM 1847.16.174 (a)] bleached portion. (E) Group of autozooids at the distal edge of colony with adventitious avicularia, paired, single or absent. (F) Ovicellate autozooids showing radially aligned scalloped grooves. Scale bars: 500 µm (A); 250 µm (B); 100 µm (C, E); 50 µm (D,F).Published as part of Tompsett, Scott, Porter, Joanne S. & Taylor, Paul D., 2009, Taxonomy of the fouling cheilostome bryozoans Schizoporella unicornis (Johnston) and Schizoporella errata (Waters), pp. 2227-2243 in Journal of Natural History 43 (35-36) on page 2231, DOI: 10.1080/00222930903090140, http://zenodo.org/record/521715

The Texas Mathematics Teachers' Bulletin, Volume XI, No. 1, edited by C.D. Rice

CONTENTS: Foreword by Editor (p.5) -- Algebra by T. U. Taylor (p.7) -- The Transition from High School to College by C. D. Rice (p.9) -- Learning to Talk by J. W. Calhoun (p.12) -- To Prospective Secondary School Teachers From Brown University (p.14) -- The German Gymnasium by C.D. Rice (p.16

Ornamental plants: a summary of research, 1990

Physical facilities and capital requirements for establishing a three-acre perennial container nursery in Ohio -1989 / Reed D. Taylor, Elton M. Smith, George P. Pealer -- Production costs of operating a three-acre perennial container nursery in Ohio - 1989 / Reed D. Taylor, Elton M. Smith, George P. Pealer -- Comparative costs of producing alternative plants in a three-acre perennial container nursery in Ohio – 1989 / Reed D. Taylor, Elton M. Smith, George P. Pealer -- Marketing and sales strategies practiced by Ohio nurseries / Reed D. Taylor, Elton M. Smith, W. Timothy Rhodus -- Evaluation of flowering crabapple susceptibility to apple scab in Ohio - 1989 / Elton M. Smith and Sharon A. Treaster -- Fertilizing trees in the landscape: an 18-year evaluation / Elton M. Smith and Sharon A. Treaster -- The influence of irrigation water temperature upon leaf abscision in Ficus benjamina and Dracaena marginata / Julia A. O’Bryan and John C. Peterson -- A two-year tolerance study of narcissus cultivars to selected pre-emergence herbicides / Elton M. Smith and Sharon A. Treaster -- Tolerance of clematis and wisteria to Ronstar and Devrinol / Elton M. Smith and Sharon A. Treaster -- Increasing efficiency of slow-release herbicide tablets / Elton M. Smith and Sharon A. Treaster -- Developing biorational pesticides for the landscape industry / David G. Nielsen -- Interactions between subdue and slow-release fertilizers at high temperatures / Y. Inbar, H. A. J. Hoitink, M. E. Watson, K. D. Cochran, E. M. Smith -- Evaluation of powdery mildew severity on deciduous azaleas at the Secrest Arboretum - 1989 / Kenneth D. Cochran and C. Wayne Ellett -- Winter damage, regrowth and vigor of old garden roses / Gary A. Anderso

Hermite Subdivision Schemes and Taylor Polynomials

International audienceWe propose a general study of the convergence of a Hermite subdivision scheme $\mathcal H$ of degree $d>0$ in dimension 1. This is done by linking Hermite subdivision schemes and Taylor polynomials and by associating a so-called Taylor subdivision (vector) scheme $\cal S$. The main point of investigation is a spectral condition. If the subdivision scheme of the finite differences of $\mathcal S$ is contractive, then $\mathcal S$ is $C^0$ and $\mathcal H$ is $C^d$. We apply this result to two families of Hermite subdivision schemes, the first one is interpolatory, the second one is a kind of corner cutting, both of them use Obreshkov interpolation polynomial