isolated locations - ترجمة إلى العربية
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isolated locations - ترجمة إلى العربية

THEOREM
Isolated zeros theorem; Isolated zeroes theorem

isolated locations      
مواقع معزولة
HAUNTING         
  • [[Alexander Theatre]]
  • Remains of the Highland Towers during 2008.
  • Kinnitty Castle
  • Kasteel Waardenburg
  • [[Kinarut Mansion]] ruins as pictured in 2012.
  • Malahide Castle
  • [[Agnes Keith House]] in [[Sandakan]], [[Sabah]], Malaysia. Pictured in 2007.
  • Northern front of Schloss Nordkirchen.
  • [[Palace of Linares]]
  • Kuakata Beach, Barisal
  • BuzzSaw roller coaster]] in Dreamworld.
  • [[Mohatta Palace]]
  • Stewards House, Montpelier Hill
  • Farafra Desert
WIKIMEDIA LIST ARTICLE
Hauntings; List of haunted places; Haunting; Haunted locations; List of allegedly haunted locations; Haunted places; Haunted place; List of haunted locations; List of alleged haunted locations; Haunted Places; List of allegedly haunted places; List of reportedly haunted places; Reportedly haunted locations in the world; List of reportedly haunted locations in the world; Haunted location; Haunted places in pune; Reportedly haunted locations; List of purportedly haunted locations

ألاسم

وَكْر

الفعل

اِخْتَلَفَ إلى المَكان ; نابَ إِلَى

مواقع معزولة      

isolated locations

تعريف

haunting
¦ adjective poignant; evocative.
Derivatives
hauntingly adverb

ويكيبيديا

Identity theorem

In real analysis and complex analysis, branches of mathematics, the identity theorem for analytic functions states: given functions f and g analytic on a domain D (open and connected subset of R {\displaystyle \mathbb {R} } or C {\displaystyle \mathbb {C} } ), if f = g on some S D {\displaystyle S\subseteq D} , where S {\displaystyle S} has an accumulation point, then f = g on D.

Thus an analytic function is completely determined by its values on a single open neighborhood in D, or even a countable subset of D (provided this contains a converging sequence). This is not true in general for real-differentiable functions, even infinitely real-differentiable functions. In comparison, analytic functions are a much more rigid notion. Informally, one sometimes summarizes the theorem by saying analytic functions are "hard" (as opposed to, say, continuous functions which are "soft").

The underpinning fact from which the theorem is established is the expandability of a holomorphic function into its Taylor series.

The connectedness assumption on the domain D is necessary. For example, if D consists of two disjoint open sets, f {\displaystyle f} can be 0 {\displaystyle 0} on one open set, and 1 {\displaystyle 1} on another, while g {\displaystyle g} is 0 {\displaystyle 0} on one, and 2 {\displaystyle 2} on another.

أمثلة من مجموعة نصية لـ٪ 1
1. Armed Forces Entertainment is the lead Department of Defense agency for providing entertainment to U.S. military personnel serving overseas with priority given to those in contingency operations and remote and isolated locations.