Search results for "OMT"

Les Francs-Comtois et l'espace français: cartes mentales

1999

La carte est le plus souvent dessinée pour localiser des lieux précis, des équipements concrets, des faits matériellement inscrits dans l'espace topographique. On peut aussi s'en servir d'une manière moins réaliste, pour tenter d'exprimer les représentations que se font des espaces les hommes et les femmes qui les habitent, les rêvent, les valorisent ou les négligent. On parle alors de cartes mentales. L'imaginaire et la cartographie sont depuis longtemps associés : au XVIe siècle, Thomas More, philosophe anglais, accepte que l'on cartographie la terre d'Utopie qu'il invente et, un peu plus tard, Honoré d'Urfé dans l'Astrée propose une carte des états amoureux, la célèbre carte du Tendre.

Foires et marchés à Auxerre aux XIIe et XIIIe siècles

1998

Fairs and markets in Auxerre in the twelfth and thirteenth centuries. In addition to numerous "ordinary" and "solemn" markets, there are two fairs during the Middle Ages in Auxerre : the fair in Chandemai which is the largest commercial envent, and the fair in Tannet whose existence after the thirteenth century seems doubtful. Agricultural, meat, fishery and forestry products, as well as finished and semi-finished crafted goods can be found there. The activities of change which were strictly "controlled", as well as lending developped. The role of the fairs in Auxerre was essentially that of regional redistribution. For a long time the fairs and markets in Auxerre were the subject of a stru…

Ballerfaring på mellomtrinnet : En kvalitativ studie om elevers erfaringer av ballspillundervisning i kroppsøving på mellomtrinnet

2019

Master grunnskolelærerutdanning for trinn 5-10, 5-årig masterprogram IDR507 - Universitetet i Agder 2019 The purpose of this master thesis is to map how pupils who have limited experience with ball games in their spare time,experience the teaching in physical education.This is done by first examining theory that can be used to extract experiences and insights with the students. Next, a qualitative study is carried out on how pupils with limited experience with ball games in their spare time,experience the teaching in physical education. To get knowledge of these pupils' experiences, informants from the intermediate classes were selected from two different schools. The pupils were first obse…

Discrete KP Equation and Momentum Mapping of Toda System

2003

Abstract A new approach to discrete KP equation is considered, starting from the Gelfand-Zakhharevich theory for the research of Casimir function for Toda Poisson pencil. The link between the usual approach through the use of discrete Lax operators, is emphasized. We show that these two different formulations of the discrete KP equation are equivalent and they are different representations of the same equations. The relation between the two approaches to the KP equation is obtained by a change of frame in the space of upper truncated Laurent series and translated into the space of shift operators.

Localisation des outils de mouture dans les sites ruraux protohistoriques du Centre Est de la France

2017

International audience

Multi-lump solutions to the KPI equation with a zero degree of derivation

2022

We construct solutions to the Kadomtsev-Petviashvili equation (KPI) by using an extended Darboux transform. From elementary functions we give a method that provides different types of solutions in terms of wronskians of order N. For a given order, these solutions depend on the degree of summation and the degree of derivation of the generating functions.In this study, we restrict ourselves to the case where the degree of derivation is equal to 0. In this case, we obtain multi-lump solutions and we study the patterns of their modulus in the plane (x,y) and their evolution according time and parameters.

The Pratz le Curtillet settlement

2016

Among the earliest habitats of the early Middle Ages studied in Franche-Comté, the Pratz le Curtillet a settlement sets itself apart by its location in the Jura highlands, renowned for its remoteness and inhospitable landscapes. On the Lizon plateau, the scope of the archaeological work explored on the 16 hectares and the quality of the remains still constitute an exceptional complex today. An imposing 16m by 13m stone building flanked by an annex forms the residential part of the estate, while sheltering fodder and livestock, while the second building houses a forge. Domestic and artisanal equipment provide ample documentation on the living conditions of this small community of high status…

Effects of osteopathic manipulative treatment of the pivots on lower limb function in young professional football players

2022

Introduction: The most frequent injuries in professional soccer players are those pertinent to the lower limbs. In particular, strains of the hamstrings and ligamentous injuries of the knee. Therefore, preventive measures are aimed to reduce such events. We aimed to investigate if an osteopathic manipulative treatment (OMT) of the pivots could improve lower limb function in young professional football players. Methods: Thirty-eight young male professional football players were recruited (mean age 17.8 +/- 0.44 years). These were randomly assigned to an OMT or control group (n 1/4 20 and 18, respectively). Both groups underwent osteopathic evaluation. A sit-and-reach test, a vertical jump te…

Integrating the Kadomtsev-Petviashvili Equation in the 1+3 Dimensions VIA the Generalised Monge-Ampère Equation: An Example of Conditioned Painlevé T…

1994

Numerical study of shock formation in the dispersionless Kadomtsev-Petviashvili equation and dispersive regularizations

2013

The formation of singularities in solutions to the dispersionless Kadomtsev-Petviashvili (dKP) equation is studied numerically for different classes of initial data. The asymptotic behavior of the Fourier coefficients is used to quantitatively identify the critical time and location and the type of the singularity. The approach is first tested in detail in 1+1 dimensions for the known case of the Hopf equation, where it is shown that the break-up of the solution can be identified with prescribed accuracy. For dissipative regularizations of this shock formation as the Burgers' equation and for dispersive regularizations as the Korteweg-de Vries equation, the Fourier coefficients indicate as …