Infraspecific Categories and Their Taxonomic Status Infraspecific Name Is the Scientific Name for Any Taxon Below the Rank of Species, I.E
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EC06-1255 List and Description of Named Cultivars in the Genus Penstemon Dale T
University of Nebraska - Lincoln DigitalCommons@University of Nebraska - Lincoln Historical Materials from University of Nebraska- Extension Lincoln Extension 2006 EC06-1255 List and Description of Named Cultivars in the Genus Penstemon Dale T. Lindgren University of Nebraska-Lincoln, [email protected] Follow this and additional works at: https://digitalcommons.unl.edu/extensionhist Lindgren, Dale T., "EC06-1255 List and Description of Named Cultivars in the Genus Penstemon" (2006). Historical Materials from University of Nebraska-Lincoln Extension. 4802. https://digitalcommons.unl.edu/extensionhist/4802 This Article is brought to you for free and open access by the Extension at DigitalCommons@University of Nebraska - Lincoln. It has been accepted for inclusion in Historical Materials from University of Nebraska-Lincoln Extension by an authorized administrator of DigitalCommons@University of Nebraska - Lincoln. - CYT vert . File NeBrasKa s Lincoln EXTENSION 85 EC1255 E 'Z oro n~ 1255 ('r'lnV 1 List and Description of Named Cultivars in the Genus Penstemon (2006) Cooperative Extension Service Extension .circular Received on: 01- 24-07 University of Nebraska, Lincoln - - Libraries Dale T. Lindgren University of Nebraska-Lincoln 00IANR This is a joint publication of the American Penstemon Society and the University of Nebraska-Lincoln Extension. We are grateful to the American Penstemon Society for providing the funding for the printing of this publication. ~)The Board of Regents oft he Univcrsit y of Nebraska. All rights reserved. Table -
International Code of Zoological Nomenclature
International Commission on Zoological Nomenclature INTERNATIONAL CODE OF ZOOLOGICAL NOMENCLATURE Fourth Edition adopted by the International Union of Biological Sciences The provisions of this Code supersede those of the previous editions with effect from 1 January 2000 ISBN 0 85301 006 4 The author of this Code is the International Commission on Zoological Nomenclature Editorial Committee W.D.L. Ride, Chairman H.G. Cogger C. Dupuis O. Kraus A. Minelli F. C. Thompson P.K. Tubbs All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted in any form or by any means (electronic, mechanical, photocopying or otherwise), without the prior written consent of the publisher and copyright holder. Published by The International Trust for Zoological Nomenclature 1999 c/o The Natural History Museum - Cromwell Road - London SW7 5BD - UK © International Trust for Zoological Nomenclature 1999 Explanatory Note This Code has been adopted by the International Commission on Zoological Nomenclature and has been ratified by the Executive Committee of the International Union of Biological Sciences (IUBS) acting on behalf of the Union's General Assembly. The Commission may authorize official texts in any language, and all such texts are equivalent in force and meaning (Article 87). The Code proper comprises the Preamble, 90 Articles (grouped in 18 Chapters) and the Glossary. Each Article consists of one or more mandatory provisions, which are sometimes accompanied by Recommendations and/or illustrative Examples. In interpreting the Code the meaning of a word or expression is to be taken as that given in the Glossary (see Article 89). -
BAST1986050004005.Pdf
BASTERIA, 50: 93-150, 1986 Alphabetical revision of the (sub)species in recent Conidae. 9. ebraeus to extraordinarius with the description of Conus elegans ramalhoi, nov. subspecies H.E. Coomans R.G. Moolenbeek& E. Wils Institute of Taxonomic Zoology (Zoological Museum) University of Amsterdam INTRODUCTION In this ninth part of the revision all names of recent Conus taxa beginning with the letter e are discussed. Amongst these are several nominal species of tent-cones with a C.of close-set lines, the shell a darker pattern consisting very giving appearance (e.g. C. C. The elisae, euetrios, eumitus). phenomenon was also mentioned for C. castaneo- fasciatus, C. cholmondeleyi and C. dactylosus in former issues. This occurs in populations where with normal also that consider them specimens a tent-pattern are found, so we as colour formae. The effect is known shells in which of white opposite too, areas are present, leaving 'islands' with the tent-pattern (e.g. C. bitleri, C. castrensis, C. concatenatus and C. episco- These colour formae. patus). are also art. Because of a change in the rules of the ICZN (3rd edition, 1985: 73-74), there has risen a disagreement about the concept of the "type series". In cases where a museum type-lot consists of more than one specimen, although the original author(s) did not indicate that more than one shell was used for the description, we will designate the single originally mentioned and/or figured specimen as the "lectotype". Never- theless a number of taxonomists will consider that "lectotype" as the holotype, and disregard the remaining shells in the lot as type material. -
INTRODUCTION to ALGEBRAIC GEOMETRY, CLASS 25 Contents 1
INTRODUCTION TO ALGEBRAIC GEOMETRY, CLASS 25 RAVI VAKIL Contents 1. The genus of a nonsingular projective curve 1 2. The Riemann-Roch Theorem with Applications but No Proof 2 2.1. A criterion for closed immersions 3 3. Recap of course 6 PS10 back today; PS11 due today. PS12 due Monday December 13. 1. The genus of a nonsingular projective curve The definition I’m going to give you isn’t the one people would typically start with. I prefer to introduce this one here, because it is more easily computable. Definition. The tentative genus of a nonsingular projective curve C is given by 1 − deg ΩC =2g 2. Fact (from Riemann-Roch, later). g is always a nonnegative integer, i.e. deg K = −2, 0, 2,.... Complex picture: Riemann-surface with g “holes”. Examples. Hence P1 has genus 0, smooth plane cubics have genus 1, etc. Exercise: Hyperelliptic curves. Suppose f(x0,x1) is a polynomial of homo- geneous degree n where n is even. Let C0 be the affine plane curve given by 2 y = f(1,x1), with the generically 2-to-1 cover C0 → U0.LetC1be the affine 2 plane curve given by z = f(x0, 1), with the generically 2-to-1 cover C1 → U1. Check that C0 and C1 are nonsingular. Show that you can glue together C0 and C1 (and the double covers) so as to give a double cover C → P1. (For computational convenience, you may assume that neither [0; 1] nor [1; 0] are zeros of f.) What goes wrong if n is odd? Show that the tentative genus of C is n/2 − 1.(Thisisa special case of the Riemann-Hurwitz formula.) This provides examples of curves of any genus. -
X(V, M) = Dim Lm + 1 LEMMA 1. a Specialization of The
34 MA THEMA TICS: J. IGUSA PROC. N. A. S. 4R.Bellman, Dynamic Programming and ContinuousProcesses (RAND Monograph R-271, 1954). 5R. Bellman, "Dynamic Programming and a New Formalism in the Calculus of Variations," these PROCEEDINGS, 40, 231-235, 1954. 6 R. Bellman, "Monotone Convergence in Dynamic Programming and the Calculus of Vari- ations," ibid., (these PROCEEDINGS, 40, 1073-1075, 1954). 7 E. Hille, Functional Analysis and Semi-groups ("American Mathematical Society Colloquium Publications," Vol. XXXI [1948]). 8 Cf. ibid., p. 71. 9 Ibid., p. 388. 10 V. Volterra, Leqons sur les fonctions des lignes (Paris: Gauthier-Villars, 1913). ARITHMETIC GENERA OF NORMAL VARIETIES IN AN ALGEBRAIC FAMILY* BY JUN-ICHI IGUSA DEPARTMENT OF MATHEMATICS, HARVARD UNIVERSITY, AND KYOTO UNIVERSITY, JAPAN Communicated by Oscar Zariski, October 28, 1954 It is well known that linear equivalence of divisors on a fixed ambient variety is preserved by specialization.' In this paper we shall show that the above assertion remains valid even when the ambient variety varies under specialization. This fact will be used as a lemma in our later paper. Here we shall derive the following theorem as an immediate consequence. If a normal variety V' is a specialization of a positive cycle V, then V is also a normal variety, and they have the same arith- metic genus. In the case of curves this assertion was proved by Chow and Nakai,2 and in our proof we shall use some of their ideas. We note also that a slightly less general result was proved in the classical case by Spencer and Kodaira quite recently.3 Let yr be a variety of dimension r in a projective space L'. -
William T. Stearn Prize 2010* the Tree As Evolutionary Icon
Archives of natural history 38.1 (2011): 1–17 Edinburgh University Press DOI: 10.3366/anh.2011.0001 # The Society for the History of Natural History www.eupjournals.com/anh William T. Stearn Prize 2010* The tree as evolutionary icon: TREE in the Natural History Museum, London NILS PETTER HELLSTRO¨ M Department of History and Philosophy of Science, University of Cambridge, Free School Lane, Cambridge, CB2 3RH, UK (e-mail: [email protected]). ABSTRACT: As part of the Darwin celebrations in 2009, the Natural History Museum in London unveiled TREE, the first contemporary artwork to win a permanent place in the Museum. While the artist claimed that the inspiration for TREE came from Darwin’s famous notebook sketch of branching evolution, sometimes referred to as his “tree of life” drawing, this article emphasises the apparent incongruity between Darwin’s sketch and the artist’s design – best explained by other, complementary sources of inspiration. In the context of the Museum’s active participation in struggles over science and religion, the effect of the new artwork is contradictory. TREE celebrates Darwinian evolutionism, but it resonates with deep-rooted, mythological traditions of tree symbolism to do so. This complicates the status of the Museum space as one of disinterested, secular science, but it also contributes, with or without the intentions of the Museum’s management, to consolidate two sometimes conflicting strains within the Museum’s history. TREE celebrates human effort, secular science and reason – but it also evokes long- standing mythological traditions to inspire reverence and remind us of our humble place in this world. -
Biological Names of Animals and Plants Pdf
Biological names of animals and plants pdf Continue American pit bull terrier American Staffordshire terrier Cavalier King Charles Spaniel Large Swiss mountain dog Staffordshire bull terrier North American black bear Binomial nomenclature is a widely used, formal system of naming of the species. The item consists of two names, both of which come from Latin. However, it can be derived from other languages too. This name is called a binomial name or scientific name. The general name or the initial part of the name distinguishes the genus to which the body belongs. The second part, or specific name, determines the exact species under which the body enters, within the genus. In addition, there are certain rules to follow in the binomial item, such as the common name is always capitalized, while a specific name is not. Also, the entire name should be italicised. We can understand this system better with an example: Modern Humans Common Name Homo Specific Name sapiens Scientific Names of Animals Listed Below, the scientific names of several common animals. Arabic camel Camelus dromedarius African elephant Loxodonta Afrikana Albatross Diomedeidae Alpaca Lama Pacos Asian Elephant Elephas Maximus Bison Bos gauus Blackbuck Antilope cervicapra Black Rat rat Rattus Buffalo Bubalus bubalis Bulbulpas Cafe Cat Felis catus Cheetah Acridotheres tristis Cow Bos Taurus Crocodile Crocodylus palustris Dog Canis lupus familiaris Red Fox Vulpes vulpes Gaviale Gavialis gangetikus giraffe Giraffa camelopardalis Great horned owl Bubo virginianus Hippo behemoth -
Plant Variety Rights Summary Plant Variety Rights Summary
Plant Variety Rights Summary Plant Variety Rights Summary Table of Contents Australia ................................................................................................ 1 China .................................................................................................... 9 Indonesia ............................................................................................ 19 Japan .................................................................................................. 28 Malaysia .............................................................................................. 36 Vietnam ............................................................................................... 46 European Union .................................................................................. 56 Russia ................................................................................................. 65 Switzerland ......................................................................................... 74 Turkey ................................................................................................. 83 Argentina ............................................................................................ 93 Brazil ................................................................................................. 102 Chile .................................................................................................. 112 Colombia .......................................................................................... -
Receptor-Like Kinases from Arabidopsis Form a Monophyletic Gene Family Related to Animal Receptor Kinases
Receptor-like kinases from Arabidopsis form a monophyletic gene family related to animal receptor kinases Shin-Han Shiu and Anthony B. Bleecker* Department of Botany and Laboratory of Genetics, University of Wisconsin, Madison, WI 53706 Edited by Elliot M. Meyerowitz, California Institute of Technology, Pasadena, CA, and approved July 6, 2001 (received for review March 22, 2001) Plant receptor-like kinases (RLKs) are proteins with a predicted tionary relationship between the RTKs and RLKs within the signal sequence, single transmembrane region, and cytoplasmic recognized superfamily of related eukaryotic serine͞threonine͞ kinase domain. Receptor-like kinases belong to a large gene family tyrosine protein kinases (ePKs). An earlier phylogenetic analysis with at least 610 members that represent nearly 2.5% of Arabi- (22), using the six RLK sequences available at the time, indicated dopsis protein coding genes. We have categorized members of this a close relationship between plant sequences and animal RTKs, family into subfamilies based on both the identity of the extracel- although RLKs were placed in the ‘‘other kinase’’ category. A more lular domains and the phylogenetic relationships between the recent analysis using only plant sequences led to the conclusion that kinase domains of subfamily members. Surprisingly, this structur- the 18 RLKs sampled seemed to form a separate family among the ally defined group of genes is monophyletic with respect to kinase various eukaryotic kinases (23). The recent completion of the domains when compared with the other eukaryotic kinase families. Arabidopsis genome sequence (5) provides an opportunity for a In an extended analysis, animal receptor kinases, Raf kinases, plant more comprehensive analysis of the relationships between these RLKs, and animal receptor tyrosine kinases form a well supported classes of receptor kinases. -
Classification of Plants
Classification of Plants Plants are classified in several different ways, and the further away from the garden we get, the more the name indicates a plant's relationship to other plants, and tells us about its place in the plant world rather than in the garden. Usually, only the Family, Genus and species are of concern to the gardener, but we sometimes include subspecies, variety or cultivar to identify a particular plant. Starting from the top, the highest category, plants have traditionally been classified as follows. Each group has the characteristics of the level above it, but has some distinguishing features. The further down the scale you go, the more minor the differences become, until you end up with a classification which applies to only one plant. Written convention indicated with underlined text KINGDOM Plant or animal DIVISION (PHYLLUM) CLASS Angiospermae (Angiosperms) Plants which produce flowers Gymnospermae (Gymnosperms) Plants which don't produce flowers SUBCLASS Dicotyledonae (Dicotyledons, Dicots) Plants with two seed leaves Monocotyledonae (Monocotyledons, Monocots) ‐ Plants with one seed leaf SUPERORDER A group of related Plant Families, classified in the order in which they are thought to have developed their differences from a common ancestor. There are six Superorders in the Dicotyledonae (Magnoliidae, Hamamelidae, Caryophyllidae, Dilleniidae, Rosidae, Asteridae), and four Superorders in the Monocotyledonae (Alismatidae, Commelinidae, Arecidae, Liliidae). The names of the Superorders end in ‐idae ORDER ‐ Each Superorder is further divided into several Orders. The names of the Orders end in ‐ales FAMILY ‐ Each Order is divided into Families. These are plants with many botanical features in common, and is the highest classification normally used. -
Biological Nomenclature Free Download Pdf Book Charles Jeffrey
Biological Nomenclature Charles Jeffrey; Systematics Association Guidelines on Biological Nomenclature - Department of the . But have you ever wondered how all these organisms are named? In this lesson, you'll learn about the scientific naming system called binomial nomenclature. Binomial nomenclature - Wikipedia, the free encyclopedia Binomial nomenclature - New World Encyclopedia Biological nomenclature terms for facilitating communication in the . Scientific nomenclature was proposed by the Swedish biologist Carl von Linné . In current phylogenetic biological classification, organisms are grouped into BIOLOGICAL NOMENCLATURE and TAXONOMY DATA STANDARD terminology; a classified system of technical names, such as of anatomical structures or organisms. binomial nomenclature the nomenclature used in scientific Are the Linnean and Phylogenetic Nomenclatural Systems . 10 Sep 2009 . Carolus Linnaeus popularized the use of the binomial nomenclature within In biology, binomial nomenclature is the formal system of naming Binomial Nomenclature: Definition, Classification & System - Video . 8 May 2012 . A set of terms recommended for use in facilitating communication in biological nomenclature is presented as a table showing broadly Summary of the Linnean system of binomial nomenclature, the scientific way to name living things with a generic (genus) and specific (species) name. ENY-731/IN661: Scientific Nomenclature: What's in a Name? - EDIS a system of nomenclature in which each species of animal or plant receives a name of two terms of which the first identifies the genus to which it belongs and the . Scientific Classification - Fact Monster As will be seen below the various Codes for nomenclature consider Latin to be an essential language. Taxa at the level of species are named with binomials, consisting of generic and specific epithets or names that together equal the species name. -
Binomial Nomenclature and Classification
FACULTY OF AGRICULTURAL SCIENCES AND ALLIED INDUSTRIES INTRODUCTORY BIOLOGY UGR-121 Binomial nomenclature and Classification LECTURE- 03 NOMENCLATURE Nomenclature is giving distinct scientific names to various structures including living organisms for their identification. The names are of two types - vernacular (common name) and scientific names. The vernacular names are based on some peculiarity of the organisms, e.g., Kandali (a plant having spines). Scientific names are distinct and specific, they have particular spellings which are not changed. TYPES OF NOMENCLATURE Three types of nomenclature are polynomial, binomial and trinomial. POLYNOMIAL SYSTEM According to this system, name of any plant consists of many words. For e.g., Caryophyllum saxatilis folis gramineus umbellatus corymbia which means Caryophyllum growing on rocks, having grass like leaves and umbellate corymb flowers. BINOMIAL SYSTEM Carolus Linnaeus used this nomenclature system for the first time and proposed scientific name of all the plants and animals. He is the founder of binomial system. Linnaeus proposed scientific name of plants in his book "Species plantarum". In binomial nomenclature, each scientific name has 2 components - generic name (genus) and specific name (species). E.g., Solanum tuberosum (potato), Mangifera indica (mango) The name indicates relationship of a species with others present in the same genus. TRINOMIAL SYSTEM This system was proposed by Huxley and Stricklandt. According to this system, name of any plant or species is composed of three names- Subspecific name (Name of variety) When members of any species have large variations then trinomial system is used. On the basis of Generic name Specific name dissimilarities, this species is classified into sub-species.