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Pubblicazione del programma RESCUR Il Curriculum per promuovere la Resilienza a scuola.

Wednesday, March 9th, 2016 at 10:40 am

RESCUR Il Curriculum per promuovere la Resilienza a scuola è stato pubblicato in sette lingue in versione digitale e cartacea. Il programma è composto da cinque manuali: la guida per il docente, la guida per i genitori e i tre manuali di attività: 1) scuola dell’infanzia; 2) scuola primaria (classi I, II e III); 3) scuola primaria (classi IV e V) e secondaria di I grado (classe I). La versione digitale include le attività di mindfulness, i poster dei temi, le carte degli animali e le musiche. Si raccomanda che le scuole e le altre istituzioni che sono interessate all’implementazione del programma richiedano la formazione specifica per RESCUR prima di svolgere il programma. A questo proposito è disponibile online la Guida per il Docente (clicca sulla copertina del manuale per scaricare la versione digitale), gli altri quattro manuali saranno distribuiti agli interessanti che richiedono la formazione. Ogni Paese partner del progetto ha individuato un team di formatori, per ulteriori informazioni relative alla formazione e all’implementazione di RESCUR è possibile rivolgersi a: Prof. Maria Assunta Zanetti - mail: zanetti@unipv.it Dr. Valeria Cavioni – mail: valeria.cavioni@unipv.it Department of Brain and Behavioral Sciences, Psychology Section University of Pavia, Pavia, Italia

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(English) Photos from RESCUR Launch Seminar, Greece, 16th December 2015

Wednesday, December 23rd, 2015 at 9:22 am

Ci spiace, ma questo articolo è disponibile soltanto in Greek e English.

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(English) Photos from RESCUR Launch Seminar, Croatia, 18th December 2015

Monday, December 21st, 2015 at 7:46 pm

Ci spiace, ma questo articolo è disponibile soltanto in Croat e English.

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(English) Photos from RESCUR Launch Seminar, Malta, 16th December 2015

Monday, December 21st, 2015 at 8:20 am

Ci spiace, ma questo articolo è disponibile soltanto in Maltese e English.

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(English) Photos from RESCUR Launch held at Orebro University, Sweden

Monday, December 21st, 2015 at 8:00 am

Ci spiace, ma questo articolo è disponibile soltanto in Svenska e English.

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Copyright: © RESCUR Project 2014
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DIFFERENTIAL EQUATIONS And Also Their Position IN MATHEMATICAL MODELLING

DIFFERENTIAL EQUATIONS And Also Their Position IN MATHEMATICAL MODELLING

1. Introduction

Differential equations are equations which entail several derivatives of any characteristic that may be unheard of (Finney 2006). In subjects where by some improve is predicted, and estimations need to be produced, differential equations are being used.Cheap Assignment Help is the firm where you can get professional assignment . Completing coursework can be hard for students because it’s known to be a … Then again, modelling is the method of composing a differential scenario to ensure that it can summarize an actual course of action. Mathematical modelling facilitates specialists and mathematicians change from theoretic math for the application form section of it. Parameters of a differential formula this really is currently in its place is often varied as an alternative to required to do several or longer tests thereby economizing promptly.

1.1 The effectiveness of modelling

Research workers and mathematicians have continued make use of numerical products since their key analysis resource simply because of its proven truly worth. Statistical brands can not be ideal since there is a desire in making assumptions. These suppositions most likely is not suitable in some instances or may often forget to be genuine. Such as, modelling in mechanics, we imagine a continuing velocity due to gravitational pressure and even minimal fresh air opposition. This kind of assumptions may not be applicable for incidents that show up on other planets or even in living space. It actually is particularly necessary to be aware that not all likelihoods could be represented within a single system. If we endeavor to in good shape all choices, the situation may well be so intricate and is probably not solved. The model might also want to not way too effortless, it might not have capacity to foretell future general trends.

1.2 A example of numerical modelling of differential equations

Mathematical models have been used by lots of fields to fix complications or make estimations. Instances of body phenomena which entail estimates of switch consist of: ‘motion of water, mobility of mechanical units, stream of most recent in energy currents, dissipation of warmth in solids, seismic waves and residents dynamics’ (Boyce 2001). In this portion. The situation higher than predicts an exponential expansion of the population.