oalib

Publish in OALib Journal

ISSN: 2333-9721

APC: Only $99

Submit

Any time

2017 ( 1 )

2016 ( 3 )

2015 ( 15 )

2014 ( 35 )

Custom range...

Search Results: 1 - 10 of 880 matches for " HM Berland "
All listed articles are free for downloading (OA Articles)
Page 1 /880
Display every page Item
A new Robertsonian translocation in Blonde d'Aquitaine cattle, rob(4;10)
I Bahri-Darwich, EP Cribiu, HM Berland, R Darré
Genetics Selection Evolution , 1993, DOI: 10.1186/1297-9686-25-5-413
Abstract:
Mitotic and meiotic studies in a bull carrying the 1/29 and 9/23 Robertsonian translocations
Bouvet A,Cribiu EP,Durand V,Berland HM
Genetics Selection Evolution , 1991, DOI: 10.1186/1297-9686-23-s1-s74
Abstract:
1/29 Robertsonian translocation in Blonde d'Aquitaine bulls: frequency and effects on semen characteristics
Gary F,Concordet D,Berland HM,Berthelot X
Genetics Selection Evolution , 1991, DOI: 10.1186/1297-9686-23-s1-s117
Abstract:
Identification of chromosomes involved in a Robertsonian translocation in cattle
EP Cribiu, M Matejka, R Darre, V Durand, HM Berland, A Bouvet
Genetics Selection Evolution , 1989, DOI: 10.1186/1297-9686-21-4-555
Abstract:
Cytogenetic investigation in Saanen and Alpine artificial insemination bucks. Identification of a Robertsonian translocation
E Guillemot, F Gary, HM Berland, V Durand, R Darré, EP Cribiu
Genetics Selection Evolution , 1991, DOI: 10.1186/1297-9686-23-5-449
Abstract:
A pericentric inversion of chromosome 4 in pigs
A Ducos, A Pinton, A Séguéla, HM Berland, MF Blanc, A Darré, P Pinton, M Yerle, R Darré
Genetics Selection Evolution , 1997, DOI: 10.1186/1297-9686-29-3-383
Abstract:
A new Robertsonian translocation in Holstein-Friesian cattle
A Pinton, A Ducos, HM Berland, A Séguéla, MF Blanc, A Darré, S Mimar, R Darré
Genetics Selection Evolution , 1997, DOI: 10.1186/1297-9686-29-4-523
Abstract:
On the Ritt order and type of a certain class of functions defined by BE-Dirichletian elements
Marcel Berland
International Journal of Mathematics and Mathematical Sciences , 1999, DOI: 10.1155/s0161171299224453
Abstract: We introduce the notions of Ritt order and type to functions defined by the series ¢ ‘n=1 ¢ fn( +i 0)exp( ¢ ’s n), ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰s= +i ,( , ) ¢ R —R ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰ ¢ € ‰(*) indexed by 0 on R, where ( n)1 ¢ is a D-sequence and (fn)1 ¢ is a sequence of entire functions of bounded index with at most a finite number of zeros. By definition, the series are BE-Dirichletian elements. The notions of order and type of functions, defined by B-Dirichletian elements, are considered in [3, 4]. In this paper, using a technique similar to that used by M. Blambert and M. Berland [6], we prove the same properties of Ritt order and type for these functions.
A general solution to the Schr?dinger-Poission equation for charged hard wall: Application to potential profile of an AlN/GaN barrier structure
Kristian Berland
Physics , 2010, DOI: 10.1016/j.spmi.2011.08.003
Abstract: A general, system-independent formulation of the parabolic Schr\"odinger-Poisson equation is presented for a charged hard wall in the limit of complete screening by the ground state. It is solved numerically using iteration and asymptotic-boundary conditions. The solution gives a simple relation between the band bending and charge density at an interface. I further develop approximative analytical forms for the potential and wave function, based on properties of the exact solution. Specific tests of the validity of the assumptions leading to the general solution are made. The assumption of complete screening by the ground state is found be a limitation; however, the general solution still provides a fair approximate account of the potential when the bulk is doped. The general solution is further used in a simple model for the potential profile of an AlN/GaN barrier, and gives an approximation which compares well with the solution of the full Schr\"odinger-Poisson equation.
Creating Dynamic Development and Harmony in the Classroom
Nick Drummond,Joan Berland
Integral Review , 2010,
Abstract: The article describes a childhood education program for developing the individual and collective “consciousness” of a class of children. The word consciousness is used to refer to the level of an inner awareness, and responsibility being held by an individual and or group of people. The authors view consciousness as being a fundamental part of our experience, and although not easily seen, it is something that can be pointed to, described and developed. Practically, this means learning how to give attention to the “interior” as well as exterior dimension of a classroom environment and discovering how these are intrinsically connected. A set of tools are presented that can enable teachers and students to learn about this inner dimension of our experience – how to bring value and focus to it – and the effect it has on our choices and behavior. When consciousness is recognized and given importance it becomes something that can be experienced by everyone at any moment. When it is intentionally focused on and developed, an atmosphere of dramatic possibility, true discovery and infinite potential can be created in any classroom. Whenever this happens, children and adults alike are able to experience, envision and become attracted to new and more mature possibilities in the way they learn, teach, communicate and relate to each other.
Page 1 /880
Display every page Item


Home
Copyright © 2008-2017 Open Access Library. All rights reserved.