space integral
1INTEGRAL — Infobox Space telescope name = International Gamma Ray Astrophysics Laboratory (INTEGRAL) caption = Artist s illustration of INTEGRAL in orbit (credit: ESA) organization = ESA / NASA / RKA alt names = nssdc id = location = orbit type = height = 9 …
2Integral (Raumfahrt) — Integral (International Gamma Ray Astrophysics Laboratory) ist der Name eines Gammastrahlen Observatoriums der Europäischen Weltraumorganisation (ESA). Es startete am 17. Oktober 2002 an Bord einer russischen Proton K Rakete. Zu den Hauptaufgaben …
3Space music — Space music, also spelled spacemusic, is an umbrella term used to describe music that evokes a feeling of contemplative spaciousness. In fact, almost any music with a slow pace and space creating sound images could be called spacemusic. Stephen… …
4Space Jurisdiction — Space jurisdiction, a field addressing what countries can enforce various laws in space, is becoming more important every day as the private sector begins to enter the field of space tourism. According to the Agreement Governing the Activities of …
5Space observatory — Space observatories Space observatories and their wavelength working ranges Website http://nssdc.gsfc.nasa.gov/astro/astrolist.html …
6Space Industries Incorporated — est une société constituée dans les années 1980 dans le but de construire une station spatiale privée, baptisée Industrial Space Facility (ISF). À l époque, l idée d un développement d équipement destiné à l espace sur une initiative privée… …
7Space Launch System — Données générales Mission Lanceur habité d exploration planétaire Période des lancements À partir de 2017 …
8Integral — This article is about the concept of integrals in calculus. For the set of numbers, see integer. For other uses, see Integral (disambiguation). A definite integral of a function can be represented as the signed area of the region bounded by its… …
9Integral Systems — Infobox Company company name = Integral Systems company company type = Public (nasdaq2|ISYS) foundation = Lanham, Maryland, USA (1982) location city = Lanham, Maryland location country = United States key people = John Higginbotham, CEO William… …
10Integral representation theorem for classical Wiener space — In mathematics, the integral representation theorem for classical Wiener space is a result in the fields of measure theory and stochastic analysis. Essentially, it shows how to decompose a function on classical Wiener space into the sum of its… …
