File:Diagrama enclave exclave.svg

Summary
Explicative diagram of territorial discontinuities: Enclaves and Exclaves.
Different territories (countries, states, counties, municipalities, etc.) are represented by different colours and letters; separated parts of the same territory are represented by the same colour and letter, with a different number added to each smaller part of that territory (the main part is identified by the letter only).
- A (red):
- has 3 exclaves (A1, A2 and A3): it is impossible to go from the main part A to any of these pasts going only through territory of A; however:
- A1 is not an enclave: you can go from A to A1 passing through C or through the sea;
- A2 is not an enclave: it has land frontiers with more than one "foreign" territory (B and C);
- A3 is an enclave: it is totally surrounded by B;
- has 1 enclave (E): "foreign" territory totally surrounded by territory of A;
- has 2 counter-enclaves, or second-order enclaves (A4 and A5): territories belonging to A which are encroached inside the enclave E;
- has 1 counter-counter-enclave, or third-order enclave de (E1).
- has 3 exclaves (A1, A2 and A3): it is impossible to go from the main part A to any of these pasts going only through territory of A; however:
- B (yellow):
- has 2 enclaves (A3 and D).
- C (green):
- continuous territory.
- D (orange):
- is an enclaved territory: it is territorially continuous, but its territory is totally surrounded by a single "foreign" territory (B).
- E (purple):
- is an enclaved territory: it is encroached inside A;
- has 2 enclaves (A4 and A5) which are counter-enclaves of the territory surrounding E;
- has 1 counter-enclave (E1) which is a counter-counter-enclave of A.
In topological terms, A and E are considered non-connected surfaces, and B, C and D are considered connected surfaces. However, C and D are also considered simply connected surfaces, while B is not (it has genus 2, the number of "holes" in B).
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current | 13:43, 6 January 2017 | ![]() | 1,600 × 1,500 (81 KB) | 127.0.0.1 (talk) | Explicative diagram of territorial discontinuities: Enclaves and Exclaves. <p>Different territories (countries, states, counties, municipalities, etc.) are represented by different colours and letters; separated parts of the same territory are represented by the same colour and letter, with a different number added to each smaller part of that territory (the main part is identified by the letter only). </p> <ul><li> <i>A</i> (red): <ul> <li> has 3 <b>exclaves</b> (<i>A1</i>, <i>A2</i> and <i>A3</i>): it is impossible to go from the main part <i>A</i> to any of these pasts going only through territory of <i>A</i>; however: <ul> <li> <i>A1 <b>is not</b></i> an <b>enclave</b>: you can go from <i>A</i> to <i>A1</i> passing through <i>C</i> or through the sea;</li> <li> <i>A2 <b>is not</b></i> an <b>enclave</b>: it has land frontiers with more than one "foreign" territory (<i>B</i> and <i>C</i>);</li> <li> <i>A3</i> is an <b>enclave</b>: it is totally surrounded by <i>B</i>;</li> </ul> </li> <li> has 1 <b>enclave</b> (<i>E</i>): "foreign" territory totally surrounded by territory of <i>A</i>;</li> <li> has 2 <b>counter-enclaves</b>, or <b>second-order enclaves</b> (<i>A4</i> and <i>A5</i>): territories belonging to <i>A</i> which are encroached inside the enclave <i>E</i>;</li> <li> has 1 <b>counter-counter-enclave</b>, or <b>third-order enclave de</b> (<i>E1</i>).</li> </ul> </li></ul> <ul> <li> <i>B</i> (yellow): <ul><li> has 2 <b>enclaves</b> (<i>A3</i> and <i>D</i>).</li></ul> </li> <li> <i>C</i> (green): <ul><li> continuous territory.</li></ul> </li> <li> <i>D</i> (orange): <ul><li> is an <b>enclaved territory</b>: it is territorially continuous, but its territory is totally surrounded by a single "foreign" territory (<i>B</i>).</li></ul> </li> <li> <i>E</i> (purple): <ul> <li> is an <b>enclaved territory</b>: it is encroached inside <i>A</i>;</li> <li> has 2 <b>enclaves</b> (<i>A4</i> and <i>A5</i>) which are <b>counter-enclaves</b> of the territory surrounding <i>E</i>;</li> <li> has 1 <b>counter-enclave</b> (<i>E1</i>) which is a <b>counter-counter-enclave</b> of <i>A</i>.</li> </ul> </li> </ul> In topological terms, <i>A</i> and <i>E</i> are considered <b>non-connected surfaces</b>, and <i>B</i>, <i>C</i> and <i>D</i> are considered <b>connected surfaces</b>. However, <i>C</i> and <i>D</i> are also considered <b>simply connected surfaces</b>, while <i>B</i> is not (it has <b>genus 2</b>, the number of "holes" in <i>B</i>). |
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