The non-destructive Meyer method was evaluated to determine the bark volume of beech (Fagus orientalis Lipsky) stands in north of Iran. The sample size was 185 standing trees collected from 4 geographical aspects (north, south, west and east) aspects. The constant k values and bark thickness (2e mm) of 185 standing trees were used to calculate the bark volume by the Meyer method. In this study,...

imized?" In a very brief introductory chapter, the author sketches the problems which have arisen within the last decade with regard to the marking of students in schools and colleges. "From the studies of J. M. Cattell (1905), W. S. Hall (190G), Max Meyer (1908), W. F. Dearborn (1910), A. G. Smith (1911), A. G. Steele (1911), W. T. Foster (1911), and others who have discussed various phases of...

results in the control group, barthel and fugl-meyer indices showed significant improvement (p = 0.01, p = 0.00), while in the experimental group, significant improvement in barthel and fugl-meyer indices and dynamometers has been observed (p = 0.01, p = 0.00, p = 0.007). conclusions rtms can improve hand muscle force and functions of patients with chronic hemiplegia, while conventional treatme...

E. N. Carabateas J. A. Fay S. I. Freedman G. N. Hatsopoulos W. D. Jackson H. P. Meissner P. L. Penfield, Jr. D. C. Pridmore-Brown A. H. Shapiro J. L. Smith, Jr. H. H. Woodson Coggins Cooper F. W. Fraim III N. Gothard C. W. Haldeman H. M. Heggestad W. H. Heiser J. B. Heywood E. D. Hoag P. G. Katona F. D. Ketterer G. B. Kliman P. Klimowski A. G. F. Kniazzeh M. F. Koskinen W. H. Levison A. T. Lewi...

E. N. Carabateas J. A. Fay S. I. Freedman G. N. Hatsopoulos W. D. Jackson H. P. Meissner P. L. Penfield, Jr. J. P. Penhune D. C. Pridmore-Brown A. H. Shapiro J. L. Smith, Jr. H. H. Woodson Bledsoe Coggins Conklin, Jr. S. Cooper W. Fraim III Gothard W. Haldeman M. Heggestad H. Heiser B. Heywood D. Hoag G. Katona D. Ketterer B. Kliman Klimowski G. F. Kniazzeh F. Koskinen H. Levison A. T. Lewis J....

James Archibald (Brigham Young University, USA) Riccardo Bellazzi (Università di Pavia, Italy) YangQuan Chen (Utah State University, USA Ruey-Kei Chiu (Fu Jen Catholic University, Taiwan) Dewar Finlay (University of Ulster, Northern Ireland) Reed M. Gardner (University of Utah, USA) Tianzi Jiang (Institute of Automation Chinese Academy of Science, China) Eamonn Keogh (University of California R...

A linear deformation of a Meyer set M in R is the image of M under a group homomorphism of the group [M ] generated by M into R. We provide a necessary and sufficient condition for such a deformation to be a Meyer set. In the case that the deformation is a Meyer set and the deformation is injective, the deformation is pure point diffractive if the orginal set M is pure point diffractive. AMS Cl...

ion finding a region searching the region green green green blue blue blue green green blue blue blue green find a new solution that complies with the constraints. the proposed region contains four solutions. red red red red x1 x2 x3 x4 x5 x6 x7 x1 x2 x3 x4 x5 x6 x7 red blue red green green green red blue blue red red green green green red blue blue red red blue red green green green red blue b...

Background: The determinant role of different movements to strengthen the quadriceps on rate of knee joint co-contraction, hamstring to quadriceps muscle activity ratio and vastus medialis to vastus lateralis muscle activity ratio provides useful information for therapists, coaches and athletes about the role of each movement in the rehabilitation of patients with anterior cruc...

This paper gives a complete primary decomposition of the rst, that is, the smallest, Mayr-Meyer ideal, its radical, and the intersection of its minimal components. The particular membership problem which makes the Mayr-Meyer ideals' complexity doubly exponential in the number of variables is here examined also for the radical and the intersection of the minimal components. It is proved that for...