Action for a sustainable world | Forum for the Future SIMIODE - Home SILK For the past couple of years we've been working on the Kent Dementia Friendly Communities project. Covering the whole of Kent the project has inspired local community projects and dementia action alliances to form. The past few months we've been hard at work creating a website that captures all the activity that has happened under the Kent Dementia Friendly Communities project. The website quietly went live a few weeks ago and we wanted to share it on here: www.dementiafriendlykent.org.uk The site is not finished, in the future we hope it will be updated by the local alliances and project teams to continue to share the work they are doing, inspiring other communities along the way. We're still editing and adding to the site so if anyone has any comments please do get in touch.
IODE Transition Town Totnes - Bringing people together to build a future beyond oil Statistical analysis of differential equations: introducing probability measures on numerical solutions Consider the following ordinary differential equation (ODE): \begin{aligned} \frac{\mathrm{d}u}{\mathrm{d}t}=f(u), \quad u(0)=u_{0}, \end{aligned} where u(\cdot ) is a continuous function taking values in \mathbb {R}^n.Footnote 2 We let \varPhi _t denote the flow map for Eq. (1), so that u(t)=\varPhi _t\bigl (u(0)\bigr ). The conditions ensuring that this solution exists will be formalised in Assumption 2, below. Deterministic numerical methods for the integration of this equation on time interval [0, T] will produce an approximation to the equation on a mesh of points \{t_k=kh\}_{k=0}^{K}, with Kh=T, (for simplicity we assume a fixed mesh). Let X_{a,b} denote the Banach space C([a,b];\mathbb {R}^n). \begin{aligned} U_{k+1}=\varPsi _{h}(U_k)+\xi _k(h), \end{aligned} where \xi _k(h) are suitably scaled, i.i.d. \begin{aligned} \mathrm{d}u = f(u) \mathrm{d}t + \sigma \mathrm{d}W, \end{aligned} for some choice of \sigma . Probabilistic time integrators: general formulation We may then write where
Futuribles Statistical analysis of differential equations: introducing probability measures on numerical solutions Diagnostic stratégique et analyse stratégique - cours, articles et exemples Articles Pourquoi penser global Introduction : "Le monde est ressenti comme de plus en plus complexe en raison de la perception d’incohérences ou de paradoxes, de la présence de phénomènes de bascules et de ruptures, de la multiplicité de stimuli et de liens. Bref, le monde qui nous entoure devient complexe à mesure que l’on prend conscience de ses interactions. Penser global, c’est avoir pris conscience des interactions implicites." AnablepsLa décision agile par les effets L'approche par les effets pour aider les décideurs dans leurs prises de décisions stratégiques... Anableps Cours Diagnostique stratégique - La technologie Cours vidéo en accès payant (peu onéreux) avec au sommaire : qu'est-ce qu'une technologie, technologie et stratégie, connaître l'environnement technologique, position concurrentielle... Comptalia.tvMener un diagnostic Managmarket Etudes de cas Cas en management stratégique : autour du diagnostic Editions ems Fiches pratiques Diagnostic de l'activité Outils
What are some things in everyday life that use differential equations? - Quora Pour penser et agir autrement : La prospective Flock A flock is a large group of animals, especially birds, sheep, or goats. Flock or flocking also may refer to: Computing[edit] Entertainment[edit] People[edit] The Flock brothers, who were pioneers of NASCAR stock-car racing, including: Bob Flock (1918–1964)Fonty Flock (1920–1972)Tim Flock (1924–1998)Carmella Flöck (1898–1982), courier for the Austrian Resistance 1938–1942Dirk Flock (born 1972), German professional football player and managerDorothea Flock (1608–1630), German woman convicted of witchcraftHans Flock (born 1940), Norwegian judgeJanine Flock (born 1989), Austrian skeleton racerKendra Flock (born 1985), Canadian soccer playerRobert Herman Flock (born 1956), American prelate of the Roman Catholic Church Science[edit] Other[edit] See also[edit] Topics referred to by the same term