Development of efficient targeted insertion mediated by CRISPR-Cas12a and homology-directed repair in maize
Frontiers
www.frontiersin.org/journals/gen...
Frontiers
www.frontiersin.org/journals/gen...
Frontiers | Development of efficient targeted insertion mediated by CRISPR-Cas12a and homology-directed repair in maize
Targeted insertion (TIN) of transgenic trait cassettes has the potential to reduce timeline and cost for GM product development and commercialization. Precis...
www.frontiersin.org
January 4, 2026 at 7:48 AM
Development of efficient targeted insertion mediated by CRISPR-Cas12a and homology-directed repair in maize
Frontiers
www.frontiersin.org/journals/gen...
Frontiers
www.frontiersin.org/journals/gen...
(I actually don't know who first put ring structure on cohomology; pretty sure it was Emmy Noether who first proposed looking at (co)homology as actual groups instead of just Betti numbers)
January 4, 2026 at 6:09 AM
(I actually don't know who first put ring structure on cohomology; pretty sure it was Emmy Noether who first proposed looking at (co)homology as actual groups instead of just Betti numbers)
Word of the Hour: Homology - The quality of being homologous; correspondence; relation; as the homologyof similar polygons. #WordOfTheHour #WordOfTheDay
January 4, 2026 at 3:15 AM
Word of the Hour: Homology - The quality of being homologous; correspondence; relation; as the homologyof similar polygons. #WordOfTheHour #WordOfTheDay
On the contrary, legal institutions have rarely treated death by law enforcement as a disaster in the United States. There are still few incidents of accountability (importantly: indictment isn’t accountability). There is a homology between domestic law enforcement and international in this way
January 3, 2026 at 11:37 PM
On the contrary, legal institutions have rarely treated death by law enforcement as a disaster in the United States. There are still few incidents of accountability (importantly: indictment isn’t accountability). There is a homology between domestic law enforcement and international in this way
An interesting example of this is DNA and protein homology: Different species have similar DNA sequences or proteins because they inherited them from a shared common ancestor. Without the concept of common ancestry, these similarities would be difficult to explain.
January 3, 2026 at 4:33 PM
An interesting example of this is DNA and protein homology: Different species have similar DNA sequences or proteins because they inherited them from a shared common ancestor. Without the concept of common ancestry, these similarities would be difficult to explain.
If “integrity” can mean both "damage" and “no damage”, what is the cue a cell can detect? Wall fragments, shifts in wall chemistry, but also forces at the wall–membrane interface. We wanted to treat this as more than a sequence-homology problem, because shape and physics can matter. ⚙️🧠
a person is holding a yellow spring in their hand in front of a cat on a couch .
Alt: GIF: a person is holding a yellow spring in their hand in front of a cat on a couch .
media.tenor.com
January 2, 2026 at 5:07 PM
If “integrity” can mean both "damage" and “no damage”, what is the cue a cell can detect? Wall fragments, shifts in wall chemistry, but also forces at the wall–membrane interface. We wanted to treat this as more than a sequence-homology problem, because shape and physics can matter. ⚙️🧠
#proteomics_101 Whoever did the publicity for the notion of a "sorbin homology domain" (gold arrow) deserves some sort of award.
January 2, 2026 at 2:33 PM
#proteomics_101 Whoever did the publicity for the notion of a "sorbin homology domain" (gold arrow) deserves some sort of award.
#proteomics_101 Whoever did the publicity for the notion of a "sorbin homology domain" (gold arrow) deserves some sort of award.
January 2, 2026 at 2:34 PM
#proteomics_101 Whoever did the publicity for the notion of a "sorbin homology domain" (gold arrow) deserves some sort of award.
[2026-01-02 Fri (UTC), no new articles found for mathKT K-Theory and Homology]
January 2, 2026 at 6:44 AM
[2026-01-02 Fri (UTC), no new articles found for mathKT K-Theory and Homology]
Simplicial complexes from Homology from Volkmar Welker.
Size: 62370x51975
Nonzeros: 311850
Kind: Combinatorial Problem
Author: V. Welker
Date: 2008
Link: https://sparse.tamu.edu/JGD_Homology/mk12-b4
Size: 62370x51975
Nonzeros: 311850
Kind: Combinatorial Problem
Author: V. Welker
Date: 2008
Link: https://sparse.tamu.edu/JGD_Homology/mk12-b4
January 1, 2026 at 6:01 PM
Simplicial complexes from Homology from Volkmar Welker.
Size: 62370x51975
Nonzeros: 311850
Kind: Combinatorial Problem
Author: V. Welker
Date: 2008
Link: https://sparse.tamu.edu/JGD_Homology/mk12-b4
Size: 62370x51975
Nonzeros: 311850
Kind: Combinatorial Problem
Author: V. Welker
Date: 2008
Link: https://sparse.tamu.edu/JGD_Homology/mk12-b4
link 📈🤖
A Robust Persistent Homology : Trimming Approach (Mahato, Dhar) This article studies the robust version of persistent homology based on trimming methodology to capture the geometric feature through support of the data in presence of outliers. Precisely speaking, the proposed methodology w
A Robust Persistent Homology : Trimming Approach (Mahato, Dhar) This article studies the robust version of persistent homology based on trimming methodology to capture the geometric feature through support of the data in presence of outliers. Precisely speaking, the proposed methodology w
January 1, 2026 at 4:27 PM
link 📈🤖
A Robust Persistent Homology : Trimming Approach (Mahato, Dhar) This article studies the robust version of persistent homology based on trimming methodology to capture the geometric feature through support of the data in presence of outliers. Precisely speaking, the proposed methodology w
A Robust Persistent Homology : Trimming Approach (Mahato, Dhar) This article studies the robust version of persistent homology based on trimming methodology to capture the geometric feature through support of the data in presence of outliers. Precisely speaking, the proposed methodology w
Tuhin Subhra Mahato, Subhra Sankar Dhar
A Robust Persistent Homology : Trimming Approach
https://arxiv.org/abs/2512.24222
A Robust Persistent Homology : Trimming Approach
https://arxiv.org/abs/2512.24222
January 1, 2026 at 7:27 AM
Tuhin Subhra Mahato, Subhra Sankar Dhar
A Robust Persistent Homology : Trimming Approach
https://arxiv.org/abs/2512.24222
A Robust Persistent Homology : Trimming Approach
https://arxiv.org/abs/2512.24222
Tuhin Subhra Mahato, Subhra Sankar Dhar: A Robust Persistent Homology : Trimming Approach https://arxiv.org/abs/2512.24222 https://arxiv.org/pdf/2512.24222 https://arxiv.org/html/2512.24222
January 1, 2026 at 6:53 AM
Tuhin Subhra Mahato, Subhra Sankar Dhar: A Robust Persistent Homology : Trimming Approach https://arxiv.org/abs/2512.24222 https://arxiv.org/pdf/2512.24222 https://arxiv.org/html/2512.24222
Xiaomei Yang, Jiaying Jia: A persistent-homology-based Bayesian prior to identify Robin coefficient in parabolic problems https://arxiv.org/abs/2512.24046 https://arxiv.org/pdf/2512.24046 https://arxiv.org/html/2512.24046
January 1, 2026 at 6:52 AM
Xiaomei Yang, Jiaying Jia: A persistent-homology-based Bayesian prior to identify Robin coefficient in parabolic problems https://arxiv.org/abs/2512.24046 https://arxiv.org/pdf/2512.24046 https://arxiv.org/html/2512.24046
[2026-01-01 Thu (UTC), no new articles found for mathKT K-Theory and Homology]
January 1, 2026 at 6:38 AM
[2026-01-01 Thu (UTC), no new articles found for mathKT K-Theory and Homology]
Rina Anno, Vladimir Baranovsky, Timothy Logvinenko: The Hochschild homology of a noncommutative symmetric quotient stack https://arxiv.org/abs/2512.25039 https://arxiv.org/pdf/2512.25039 https://arxiv.org/html/2512.25039
January 1, 2026 at 6:36 AM
Rina Anno, Vladimir Baranovsky, Timothy Logvinenko: The Hochschild homology of a noncommutative symmetric quotient stack https://arxiv.org/abs/2512.25039 https://arxiv.org/pdf/2512.25039 https://arxiv.org/html/2512.25039
Xinyang Chen, Ama\"el Broustet, Guoting Chen: Frequent subgraph-based persistent homology for graph classification https://arxiv.org/abs/2512.24917 https://arxiv.org/pdf/2512.24917 https://arxiv.org/html/2512.24917
January 1, 2026 at 6:34 AM
Xinyang Chen, Ama\"el Broustet, Guoting Chen: Frequent subgraph-based persistent homology for graph classification https://arxiv.org/abs/2512.24917 https://arxiv.org/pdf/2512.24917 https://arxiv.org/html/2512.24917
Rina Anno, Vladimir Baranovsky, Timothy Logvinenko
The Hochschild homology of a noncommutative symmetric quotient stack
https://arxiv.org/abs/2512.25039
The Hochschild homology of a noncommutative symmetric quotient stack
https://arxiv.org/abs/2512.25039
January 1, 2026 at 5:26 AM
Rina Anno, Vladimir Baranovsky, Timothy Logvinenko
The Hochschild homology of a noncommutative symmetric quotient stack
https://arxiv.org/abs/2512.25039
The Hochschild homology of a noncommutative symmetric quotient stack
https://arxiv.org/abs/2512.25039
pretty rare from an nsfw artist to ask this
if anyone works in bioinformatics or know how to work with blast and other tools i need an assistance in the homology search in blastp and also the molecular docking of certain organismes i'm doing a small report on as homework
if anyone works in bioinformatics or know how to work with blast and other tools i need an assistance in the homology search in blastp and also the molecular docking of certain organismes i'm doing a small report on as homework
December 31, 2025 at 5:15 PM
pretty rare from an nsfw artist to ask this
if anyone works in bioinformatics or know how to work with blast and other tools i need an assistance in the homology search in blastp and also the molecular docking of certain organismes i'm doing a small report on as homework
if anyone works in bioinformatics or know how to work with blast and other tools i need an assistance in the homology search in blastp and also the molecular docking of certain organismes i'm doing a small report on as homework
[2025-12-31 Wed (UTC), no new articles found for mathKT K-Theory and Homology]
December 31, 2025 at 6:43 AM
[2025-12-31 Wed (UTC), no new articles found for mathKT K-Theory and Homology]
Open Access: Major Cat Allergen Fel d 4: Structure and Identification of a Cross-Reactive IgE-Epitope-Containing Area. Corresponding author: Walter Keller
👉 doi.org/10.1111/all.70146
#Allergy_journal
Read more articles here: journalallergy.com/Basic-and-Translational
👉 doi.org/10.1111/all.70146
#Allergy_journal
Read more articles here: journalallergy.com/Basic-and-Translational
December 30, 2025 at 4:37 PM
Open Access: Major Cat Allergen Fel d 4: Structure and Identification of a Cross-Reactive IgE-Epitope-Containing Area. Corresponding author: Walter Keller
👉 doi.org/10.1111/all.70146
#Allergy_journal
Read more articles here: journalallergy.com/Basic-and-Translational
👉 doi.org/10.1111/all.70146
#Allergy_journal
Read more articles here: journalallergy.com/Basic-and-Translational
## Automated Topological Data Analysis for Quantum Error Correction Code Design via Persistent Homology Enhancement
**Abstract:** This paper introduces a novel automated framework leveraging Persistent Homology Enhancement (PHE) to optimize Quantum Error Correction (QEC) code design. Existing QEC…
**Abstract:** This paper introduces a novel automated framework leveraging Persistent Homology Enhancement (PHE) to optimize Quantum Error Correction (QEC) code design. Existing QEC…
## Automated Topological Data Analysis for Quantum Error Correction Code Design via Persistent Homology Enhancement
**Abstract:** This paper introduces a novel automated framework leveraging Persistent Homology Enhancement (PHE) to optimize Quantum Error Correction (QEC) code design. Existing QEC code design relies heavily on human intuition and exhaustive search strategies, limiting scalability and optimality. Our approach utilizes topological data analysis (TDA) to identify robust structural features within a QEC code's error landscape, rigorously evaluating and enhancing code performance via Persistent Homology (PH).
freederia.com
December 30, 2025 at 2:30 PM
## Automated Topological Data Analysis for Quantum Error Correction Code Design via Persistent Homology Enhancement
**Abstract:** This paper introduces a novel automated framework leveraging Persistent Homology Enhancement (PHE) to optimize Quantum Error Correction (QEC) code design. Existing QEC…
**Abstract:** This paper introduces a novel automated framework leveraging Persistent Homology Enhancement (PHE) to optimize Quantum Error Correction (QEC) code design. Existing QEC…
Gang v. Chen, Congjun Wu: Orbital homology of p and t2g orbitals in models and materials https://arxiv.org/abs/2512.22658 https://arxiv.org/pdf/2512.22658 https://arxiv.org/html/2512.22658
December 30, 2025 at 6:43 AM
Gang v. Chen, Congjun Wu: Orbital homology of p and t2g orbitals in models and materials https://arxiv.org/abs/2512.22658 https://arxiv.org/pdf/2512.22658 https://arxiv.org/html/2512.22658
[2025-12-30 Tue (UTC), no new articles found for mathKT K-Theory and Homology]
December 30, 2025 at 6:38 AM
[2025-12-30 Tue (UTC), no new articles found for mathKT K-Theory and Homology]
Sel\c{c}uk Kayacan: Persistent Homology via Finite Topological Spaces https://arxiv.org/abs/2512.23348 https://arxiv.org/pdf/2512.23348 https://arxiv.org/html/2512.23348
December 30, 2025 at 6:36 AM
Sel\c{c}uk Kayacan: Persistent Homology via Finite Topological Spaces https://arxiv.org/abs/2512.23348 https://arxiv.org/pdf/2512.23348 https://arxiv.org/html/2512.23348