Maitreya Patel ✈️ NeurIPS
@patelmaitreya.bsky.social
Research Intern @Adobe | PhD at @ApgAsu @ASU | Vision & Language | T2I Diffusion Modeling
maitreyapatel.com
maitreyapatel.com
We show an extension to 3D and multi-subject editing! 🤯🤯
However, we believe such a straightforward and impactful method could benefit downstream tasks such as video generation. 🚀
However, we believe such a straightforward and impactful method could benefit downstream tasks such as video generation. 🚀
December 3, 2024 at 9:10 PM
We show an extension to 3D and multi-subject editing! 🤯🤯
However, we believe such a straightforward and impactful method could benefit downstream tasks such as video generation. 🚀
However, we believe such a straightforward and impactful method could benefit downstream tasks such as video generation. 🚀
🎨 Extending FlowChef for Image Editing
We take FlowChef a step further: enabling image editing without performing an inversion of the source image! 🚀
🔥 Even more exciting, this is one of the first approaches to achieve SOTA results on Flux.
We take FlowChef a step further: enabling image editing without performing an inversion of the source image! 🚀
🔥 Even more exciting, this is one of the first approaches to achieve SOTA results on Flux.
December 3, 2024 at 9:10 PM
🎨 Extending FlowChef for Image Editing
We take FlowChef a step further: enabling image editing without performing an inversion of the source image! 🚀
🔥 Even more exciting, this is one of the first approaches to achieve SOTA results on Flux.
We take FlowChef a step further: enabling image editing without performing an inversion of the source image! 🚀
🔥 Even more exciting, this is one of the first approaches to achieve SOTA results on Flux.
On inverse problems, our method achieves SOTA performance while being the most efficient approach! 💪
Plus, it’s versatile: seamlessly applicable to both pixel and latent space models. 🤯
Plus, it’s versatile: seamlessly applicable to both pixel and latent space models. 🤯
December 3, 2024 at 9:10 PM
On inverse problems, our method achieves SOTA performance while being the most efficient approach! 💪
Plus, it’s versatile: seamlessly applicable to both pixel and latent space models. 🤯
Plus, it’s versatile: seamlessly applicable to both pixel and latent space models. 🤯
🎯 Our theoretical insights are backed by empirical observations!
💡 As t → 0, the cosine similarity of gradients for InstaFlow approaches 1️⃣.0️⃣, aligning with our derivations. In contrast, Stable Diffusion gradients behave almost randomly. 📊
Check out the plots below! 👇✨
💡 As t → 0, the cosine similarity of gradients for InstaFlow approaches 1️⃣.0️⃣, aligning with our derivations. In contrast, Stable Diffusion gradients behave almost randomly. 📊
Check out the plots below! 👇✨
December 3, 2024 at 9:10 PM
🎯 Our theoretical insights are backed by empirical observations!
💡 As t → 0, the cosine similarity of gradients for InstaFlow approaches 1️⃣.0️⃣, aligning with our derivations. In contrast, Stable Diffusion gradients behave almost randomly. 📊
Check out the plots below! 👇✨
💡 As t → 0, the cosine similarity of gradients for InstaFlow approaches 1️⃣.0️⃣, aligning with our derivations. In contrast, Stable Diffusion gradients behave almost randomly. 📊
Check out the plots below! 👇✨
🔍 In toy settings, vector field, and cost gradients seem orthogonal, but this intuition falters in higher-dimensional ODEs (Prop. 4.1).
⚠️ Gradient-based methods need costly backpropagation in ODESolvers.
💡 We prove rectified flows skip it entirely, ensuring convergence (Lem. 4.2, Thm. 4.3). 🚀
⚠️ Gradient-based methods need costly backpropagation in ODESolvers.
💡 We prove rectified flows skip it entirely, ensuring convergence (Lem. 4.2, Thm. 4.3). 🚀
December 3, 2024 at 9:10 PM
🔍 In toy settings, vector field, and cost gradients seem orthogonal, but this intuition falters in higher-dimensional ODEs (Prop. 4.1).
⚠️ Gradient-based methods need costly backpropagation in ODESolvers.
💡 We prove rectified flows skip it entirely, ensuring convergence (Lem. 4.2, Thm. 4.3). 🚀
⚠️ Gradient-based methods need costly backpropagation in ODESolvers.
💡 We prove rectified flows skip it entirely, ensuring convergence (Lem. 4.2, Thm. 4.3). 🚀
🚨New Paper Alert🚨
🚀 Introducing FlowChef, "Steering Rectified Flow Models in the Vector Field for Controlled Image Generation"! 🌌✨
- Perform image editing, solve inverse problems, and more.
- Achieved inversion-free, gradient-free, & training-free inference time steering! 🤯
👇👇
🚀 Introducing FlowChef, "Steering Rectified Flow Models in the Vector Field for Controlled Image Generation"! 🌌✨
- Perform image editing, solve inverse problems, and more.
- Achieved inversion-free, gradient-free, & training-free inference time steering! 🤯
👇👇
December 3, 2024 at 9:10 PM
🚨New Paper Alert🚨
🚀 Introducing FlowChef, "Steering Rectified Flow Models in the Vector Field for Controlled Image Generation"! 🌌✨
- Perform image editing, solve inverse problems, and more.
- Achieved inversion-free, gradient-free, & training-free inference time steering! 🤯
👇👇
🚀 Introducing FlowChef, "Steering Rectified Flow Models in the Vector Field for Controlled Image Generation"! 🌌✨
- Perform image editing, solve inverse problems, and more.
- Achieved inversion-free, gradient-free, & training-free inference time steering! 🤯
👇👇