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  Alahärmä
Alajärvi
Alavus
Äänekoski
Ähtäri
Dragsfjärd
Eurajoki
Halikko
Ikaalinen
Jakobstad
Jämsänkoski
Juupajoki
Jyväskylä
Kangasala
Kankaanpää
Kannus
Karstula
Kauhava
Kiikala
Kisko
Kivijärvi
Kokemäki
  Kokkola
Korsholm
Kristinestad
Kuortane
Kyyjärvi
Lappajärvi
Leivonmäki
Lempäälä
Lestijärvi
Lieto
Lohtaja
Malax
Mänttä
Naantali
Närpes
Nokia
Nykarleby
Oravais
Paimio
Pargas
Pälkäne
Perniö
  Petäjävesi
Pirkkala
Pori
Punkalaidun
Raisio
Rauma
Ruovesi
Salo
Seinäjoki
Soini
Sumiainen
Tampere
Töysä
Toijala
Turku
Uusikaupunki
Vaasa
Valkeakoski
Vammala
Vörå
Velkua
Ylistaro


A term neighborhood has different meanings within different disciplines:

Geography

Within geography, a neighborhood occurs as place. This is the primary meaning of the term, from either which more utilizes derive.

Specifically, a term "locality" is utilized per United States Board on Geographic Names to refer to the name of the place that is neither the legally incorporated or even defined able (such as the township or city), nor even a specific geographical feature like water or mountain.

Computer science

Within computer science, locality usually refers to locality of reference, which describes how software online generally access information.

Statistics

Around statistics, locality is utilized to mean a central tendency of a data set. Other oft, a word location is utilized. So a mean and median are measures of locality. This usage is frequent around exploratory data analysis.

A word location as well denotes the parameter that parametrizes a personal of probability distributions in a shift-equivariant way.

Spell conventional measures of neck of the woods, like arithmetic mean are often seen when a virtually all straightforward way to describe neck of the woods, it is super sensitive to outliers. So a median value, which does not keep around any dependence in extreme outliers, is oftentimes utilized instead while a information placed is comparatively big.

Physics

View Principle of locality.






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