JetboatA jetboat is a boat propelled by a jet of water ejected from the back of the craft. Unlike a powerboat or motorboat that uses an external propeller in the water below or behind the boat, a jetboat draws the water from under the boat through an intake and into a pump-jet inside the boat, before expelling it through a nozzle at the stern. The modern jetboat was developed by New Zealand engineer Sir William Hamilton in the mid-1950s. His goal was a boat to run up the fast-flowing rivers of New Zealand that were too shallow for propellers.
Sequentially completeIn mathematics, specifically in topology and functional analysis, a subspace S of a uniform space X is said to be sequentially complete or semi-complete if every Cauchy sequence in S converges to an element in S. X is called sequentially complete if it is a sequentially complete subset of itself. Every topological vector space is a uniform space so the notion of sequential completeness can be applied to them. A bounded sequentially complete disk in a Hausdorff topological vector space is a Banach disk.
Flow netA flow net is a graphical representation of two-dimensional steady-state groundwater flow through aquifers. Construction of a flow net is often used for solving groundwater flow problems where the geometry makes analytical solutions impractical. The method is often used in civil engineering, hydrogeology or soil mechanics as a first check for problems of flow under hydraulic structures like dams or sheet pile walls. As such, a grid obtained by drawing a series of equipotential lines is called a flow net.
Théorème d'uniformisation de RiemannEn mathématiques, le théorème d'uniformisation de Riemann est un résultat de base dans la théorie des surfaces de Riemann, c'est-à-dire des variétés complexes de dimension 1. Il assure que toute surface de Riemann simplement connexe peut être mise en correspondance biholomorphe avec l'une des trois surfaces suivantes : le plan complexe C, le disque unité de ce plan, ou la sphère de Riemann, c'est-à-dire la droite projective complexe P1(C). Théorème d'uniformisation Transformation conforme Catégorie:Surface
Parkingthumb|Exemple de parking souterrain en Allemagne. thumb|Projet d'hôtel à parking intégré (Automobilhotel) à Berlin, Allemagne, 1928. Un parking, parc de stationnement, aire de stationnement ou stationneur, est un espace ou un bâtiment spécifiquement aménagé pour le stationnement des véhicules. Il peut être public ou privé, en enclos, en élévation ou souterrain. On en trouve le plus souvent à côté des bâtiments publics (gare, aéroport), des lieux de travail, des centres commerciaux ou devant les grandes surfaces pour accueillir les usagers.
