Get key in groovy maps

try map.keySet() and if you want an array: map.keySet() as String[]; // thx @tim_yates Or, more groovy-ish: map.each{ key, value -> print key; } Warning: In Jenkins, the groovy-ish example is subtly broken, as it depends on an iterator. Iterators aren’t safe in Jenkins Pipeline code unless wrapped in a @NonCPS function.

get boundaries longitude and latitude from current zoom google maps

You are half way there. All you need to do is to get the map bounds and then extract (and properly use) the coordinates of the corners. var bounds = map.getBounds(); var ne = bounds.getNorthEast(); // LatLng of the north-east corner var sw = bounds.getSouthWest(); // LatLng of the south-west corder You get north-west and … Read more

How can I quickly estimate the distance between two (latitude, longitude) points?

The answers to Haversine Formula in Python (Bearing and Distance between two GPS points) provide Python implementations that answer your question. Using the implementation below I performed 100,000 iterations in less than 1 second on an older laptop. I think for your purposes this should be sufficient. However, you should profile anything before you optimize … Read more

Accessing the last entry in a Map

To answer your question in one sentence: Per default, Maps don’t have a last entry, it’s not part of their contract. And a side note: it’s good practice to code against interfaces, not the implementation classes (see Effective Java by Joshua Bloch, Chapter 8, Item 52: Refer to objects by their interfaces). So your declaration … Read more

How to work with Maps in Kotlin

The reason for your confusion is that plus is not a mutating operator, meaning that it works on (read-only) Map, but does not change the instance itself. This is the signature: operator fun <K, V> Map<out K, V>.plus(pair: Pair<K, V>): Map<K, V> What you want is a mutating operator set, defined on MutableMap: operator fun … Read more

Convert latitude/longitude point to a pixels (x,y) on mercator projection

The Mercator map projection is a special limiting case of the Lambert Conic Conformal map projection with the equator as the single standard parallel. All other parallels of latitude are straight lines and the meridians are also straight lines at right angles to the equator, equally spaced. It is the basis for the transverse and … Read more

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