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In classical differential geometry, development refers to the simple idea of rolling one smooth surface over another in Euclidean space. For example, the tangent plane to a surface (such as the sphere or the cylinder) at a point can be rolled around the surface to obtain the tangent plane at other points.

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  • In classical differential geometry, development refers to the simple idea of rolling one smooth surface over another in Euclidean space. For example, the tangent plane to a surface (such as the sphere or the cylinder) at a point can be rolled around the surface to obtain the tangent plane at other points. (en)
  • Dalam geometri diferensial klasik, pengembangan mengacu kepada gagasan sederhana untuk menggulung satu halus di atas ruang Euklides lainnya. Misalnya, ke permukaan (seperti bola atau ) pada sebuah titik dapat digulung di sekitar permukaan untuk mendapatkan bidang singgung pada titik-titik lainnya. (in)
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  • In classical differential geometry, development refers to the simple idea of rolling one smooth surface over another in Euclidean space. For example, the tangent plane to a surface (such as the sphere or the cylinder) at a point can be rolled around the surface to obtain the tangent plane at other points. (en)
  • Dalam geometri diferensial klasik, pengembangan mengacu kepada gagasan sederhana untuk menggulung satu halus di atas ruang Euklides lainnya. Misalnya, ke permukaan (seperti bola atau ) pada sebuah titik dapat digulung di sekitar permukaan untuk mendapatkan bidang singgung pada titik-titik lainnya. (in)
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  • Desenvolupament (geometria diferencial) (ca)
  • Development (differential geometry) (en)
  • Pengembangan (geometri diferensial) (in)
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