ガイド連動クイズ · ハード レベル
ガウス スプラッティング クイズ
オリジナルの 3D ガウス スプラッティングの明示的なプリミティブとレンダラーを、最適化、初期化、方向性カラー、共分散とともに学習します。
質問 1 の 8
Which representation defines a scene in the original 3D Gaussian Splatting method?
すべての質問をプレビューする8 質問
クイズに答えると、答えと解説が表示されます。
- Which representation defines a scene in the original 3D Gaussian Splatting method?
- A required single hidden MLP with no explicit primitives
- An explicit set of anisotropic 3D Gaussian primitives
- Only one flat reference photograph
- A text description with no spatial parameters
- Which rendering procedure is central to the original Gaussian Splatting method?
- Projection and visibility-aware tile-based alpha blending
- Only repeated MLP queries along every original NeRF ray
- A rule that all primitives bypass training
- Only a black-and-white image average
- Which property set is modeled for each primitive in the original method?
- Only an output filename
- Only a scalar volume-density field for the entire scene
- Only one mandatory class label for all photographs
- Position, covariance, opacity, and appearance
- 見る角度によってブロブの色を変化させるには何を使用しますか?
- JPEG圧縮
- 固定RGB値のみ
- 球面調和関数
- ランダムノイズ
- Which initialization supplies sparse points for the stated original method?
- Structure from motion
- A guaranteed complete manually built mesh
- Only a text-to-image prompt
- A required globally identical random point set
- When was the cited original 3D Gaussian Splatting research presented?
- 2015年
- 2023年
- 2020年
- 2026年
- In the paper’s adaptive density control, which operation can add coverage from a small Gaussian in an under-reconstructed region?
- Deleting every observed image
- Forcing every primitive to be one isotropic scene-wide blob
- Cloning it into an additional primitive
- Replacing its appearance with a mandatory text label
- Why parameterize the original Gaussian covariance through scale and valid rotation factors?
- To guarantee that no scene artifact can occur
- To turn every Gaussian into a text token
- To remove all direction-dependent appearance parameters
- To preserve a valid positive-semidefinite covariance form