trouble is a friend中文歌詞

Trouble Is a Friend

歌詞:

Verse 1:

I'm standing on a mountain top

我在山頂站著

Looking for a little bit of something

尋找著一些小小的東西

But I can't see anything

但我什麼也看不到

But I know that there's something there

但我明知道那裡有東西

Chorus:

Trouble is a friend of mine

困難是我一個朋友

It's always there to help me out of my misery

它總是在我需要幫助的時候出現

It doesn't come and go away

它不來也不走

It's there to stay with me forever

它與我相伴永遠不離

Verse 2:

I'm always going to have a friend like this

我總是會有這樣的朋友相伴

Cause they don't ever leave me alone

因為他們永遠不會離我而去

But they never let me down

他們永遠不會讓我失望

They just come and go away with me forevermore

他們只是隨我一起相伴永遠不離

Chorus:

Trouble is a friend of mine

困難是我一個朋友

It's always there to help me out of my misery

它總是在我需要幫助的時候出現

I thought you'd be the end of my misery, yeah yeah yeah! ...... but I know, you won't, no, no! (2x)...... Oh, no! ...... Yeah, oh, oh! (x2) yeah! (x2) (the last two repeats with more passion)......Markov random field (MRF) is a powerful tool for modeling spatial dependencies in computer vision and graphics. It has been widely used in various tasks such as image segmentation, object detection, and 3D reconstruction. In this paper, we propose a novel Markov random field (MRF) model for multi-view image segmentation. The proposed model is based on the observation that different views of the same object may provide complementary information to improve segmentation accuracy. To address this issue, we introduce an extended pairwise potential function that captures dependencies between pixels from different views. The proposed potential function can be easily integrated with existing MRF models by adding an additional pairwise term. We demonstrate the effectiveness of our method using the benchmark data from multiple publicly available datasets. Experimental results show that our method achieves superior performance compared to state-of-the-art methods in terms of both accuracy and efficiency. Our code is available at . Keywords: Markov random field, multi-view image segmentation, pairwise potential function, spatial dependency.

This is an Accepted Manuscript of an article published by Taylor & Francis in their journal "Pattern Recognition". The final version is available online at: . If you use this version of the paper, please acknowledge its original source and cite the above reference in accordance with its rights holder.