Molecule Docking
- We firstly used AlphaFold3[1] to predict the nucleic acid structure. Since the directly downloaded file format was
.cif, we employed Open Babel[2] to convert the.ciffile into a.pdbfile for molecular docking.
Figure 1: AlphaFold3 predicted structure of LBO1
Figure 2: Format conversion using Open Babel
- We retrieved the experimentally validated structure of vancomycin (PDB ID: 1SHO) from the PDB database.
According to the original publication, this file contains an antibiotic dimer, two chloride ions, one acetate ion, and 105 solvent water molecules[3].
Figure 3: Crystal structure of vancomycin (PDB: 1SHO)
Using PyMOL, we removed the acetate ion and chloride ions to obtain a vancomycin monomer .pdb file containing water molecules.
Figure 4: Vancomycin monomer after removal of ions
- Subsequently, LBO1 was docked with vancomycin using AutoDock4[4] (50 runs). The results are presented below.
Figure 5: Docking result – Run 1
Figure 6: Docking result – Run 2
Figure 7: Clustering of 50 docking runs
Figure 8: Best predicted binding pose
Figure 9: Open Babel conversion from PDBQT to PDB format
Analysis of the docking results revealed that:
- Vancomycin tends to form an asymmetric dimer, with a binding energy of –3.26 kcal/mol.
- The binding energy between LBO1 and vancomycin was –5.79 kcal/mol, indicating a more stable interaction due to lower (more negative) binding energy.
- Our docking results are consistent with the original publication[5], showing that the binding site of vancomycin lies within the central loop region of the aptamer.
Machine Learning Model
Model Name — DSAPred
Full name: DNA–Small molecule binding Affinity Predictor
Abbreviation: DSAPred
Project Motivation and Background
Antibiotic contamination poses a growing threat to food safety, medical diagnostics, and public health. Our project focuses on developing a modular aptamer-based biosensing platform that can rapidly detect antibiotics through specific molecular recognition. Within this system, DNA aptamers act as the key sensing components, and their binding affinity (Kd) toward target antibiotics fundamentally determines the sensor's sensitivity and response reliability.
To improve sensor performance, identifying or designing aptamers with higher affinity and specificity is essential. However, experimental screening for such aptamers is labor-intensive and time-consuming. To overcome this challenge, we developed a machine learning–based prediction tool, DSAPred (DNA–Small molecule binding Affinity Predictor), which quantitatively estimates the apparent binding affinity (pKd) between DNA aptamers and small organic molecules.
By systematically analyzing existing aptamer–small molecule datasets, DSAPred allows us to computationally discover and prioritize promising aptamer candidates, thereby building a modular component library that supports the rapid assembly of antibiotic-sensing systems.
Although time constraints limited full optimization, our modeling work reflects an ongoing effort toward rational parameter tuning—for example, accounting for reaction conditions close to real biosensing assays, such as room temperature, moderate ionic strength, and physiological ion compositions (Mg²⁺, K⁺). These conditions strongly influence aptamer folding stability and ligand interaction, and incorporating them enhances the robustness and real-world applicability of the predictions.
Importantly, DSAPred is not limited to antibiotics. Since its input features represent general nucleic acid–small molecule physicochemical relationships, the same framework can be applied to predict interactions with a broad range of targets. This universality makes DSAPred a valuable computational foundation not only for antibiotic biosensor development but also for expanding our modular sensing platform to diverse chemical analytes in the future.
In summary, this model bridges computational prediction with experimental design, offering both a rational guide for aptamer selection and a scalable library of functional components that advance the engineering of responsive biosensors across multiple application domains.
Description
DSAPred (DNA–Small molecule binding Affinity Predictor) is a predictive model developed to estimate the binding affinity (Kd/pKd) between DNA aptamers and small organic molecules.
Integrating sequence-derived descriptors, predicted secondary structure features, and physicochemical properties of small molecules, DSAPred establishes a quantitative mapping between aptamer composition and molecular characteristics.
The model was trained on a curated dataset of 759 aptamer–small molecule pairs, cleaned and standardized through rigorous preprocessing (including feature screening, missing-value handling, and duplication removal).
Using a forward feature selection strategy and cross-validation verification, DSAPred achieved strong generalization performance (CV r = 0.705± 0.049; MAE = 0.572 ± 0.055; Test r = 0.636; MAE = 0.573).
This model serves as the computational foundation for our aptamer-based antibiotic detection biosensor, guiding rational probe design and sensitivity optimization.
Data Collection & Processing
1. Data Source
Our dataset was compiled from multiple curated aptamer databases and literature reports, focusing on DNA aptamers targeting small organic molecules.
The main sources include:
(1) AptaDB
A comprehensive literature-curated database containing experimentally validated aptamer–target pairs with binding constants (Kd), sequences, target categories, and selection methods (SELEX variants).
We extracted DNA aptamers binding to small organic molecules, collecting sequence, Kd, and target details as base data.
(2) AptaIndex (Aptagen, USA)
Primary source of aptamer–target pairs, sequences, and binding constants (Kd).
(3) UTexas Aptamer Database (Sept 2023 version)
Provided additional experimental data with measured Kd values and binding conditions.
(4)Alkhamis et al., 2024
Exploring the relationship between aptamer binding thermodynamics, affinity, and specificity (Department of Chemistry, North Carolina State University, USA) — This dataset provides detailed thermodynamic characterizations (ΔG, ΔH, TΔS) and specificity profiles of over 200 aptamers toward multiple small molecules, serving as a crucial benchmark for integrating binding thermodynamics into our predictive framework.
From these sources, we collected ~860 unique DNA aptamer–small molecule binding pairs, each containing the following essential attributes:
| Field | Description |
|---|---|
| Aptamer Sequence | Single-stranded DNA sequence (A/T/C/G) |
| Target | Small molecule name |
| Target PubChem ID / InChIKey | Unique chemical identifiers |
| Binding Constant (Kd) | Experimental affinity value |
| Binding Buffer / Conditions | Experimental parameters (optional) |
2. Data Standardization
To ensure consistent analysis, we conducted a multi-step data cleaning process:
- Unit normalization — All Kd values were converted into molar units (M), and then transformed to logarithmic scale (pKd = –log₁₀(Kd)).
- Sequence cleaning — All aptamer sequences were standardized to uppercase A/C/G/T (replacing U→T).
- Target harmonization — Each target molecule was mapped to a unique PubChem CID using PubChemPy API; if successful, its isomeric SMILES and connectivity SMILES were recorded.
- Filtering — Only records with:
- Type of Nucleic Acid = DNA (including ssDNA)
- Target Category = Small Organic Molecule
Result: 859 valid DNA–small molecule pairs were obtained.
3. Secondary Structure Prediction
Each DNA sequence was folded using RNAstructure v6.5 (Fold.exe) in DNA mode (-d) at 25°C.
The minimum free energy (MFE) structure was exported as dot–bracket notation, together with the corresponding ΔG (kcal/mol) value.
This provides a thermodynamic and structural descriptor of each aptamer, forming the foundation for structure-based feature extraction.
4. Feature Extraction
We extracted 502 DNA aptamer features following the QSAR (Quantitative Structure–Activity Relationship) principle, combining sequence, structure, and physicochemical properties:
| Feature Type | Description | Dimension |
|---|---|---|
| 1–4-mer frequencies | Normalized counts of all possible nucleotide combinations | 340 |
| Pseudo-structural sequence features | Dot-bracket statistics (single-state & bigram) | 12 |
| Pseudo dinucleotide composition (PseDNC) | Dinucleotide frequency + physicochemical autocorrelation (H-bond & ΔG°37) | 20 |
| Loop/Stem 3-mer features | 3-mer frequencies in loop (U) and stem (P) regions | 128 |
| Length & GC content | Basic sequence features | 2 |
All features were standardized using the parameters derived from the training set.
5. Small Molecule Descriptors
Each small molecule was processed through the following pipeline:
- SMILES conversion — Retrieved via PubChem CID → SMILES.
- 3D structure generation — Constructed using RDKit, hydrogens were explicitly added, and energy minimized using the MMFF94 force field.
- Descriptor calculation — Extracted using the Mordred package, including 1D, 2D, and 3D descriptors (1826 features).
These features describe molecular topology, charge distribution, and geometric conformation.
6. Final Feature Set
After merging and standardizing both aptamer and small molecule features, we obtained:
- Aptamer features: 502 dimensions
- Molecule features: 1826 dimensions
- Combined total: 2328 descriptors per sample
Data Filtering and Quality Control
Before model training, the combined dataset underwent rigorous filtering and preprocessing to ensure both data integrity and statistical reliability.
| Step | Description |
|---|---|
| ① Constant-feature removal | Features with ≥80% identical values across all samples were removed, as they provide no discriminative information. |
| ② Median imputation for sparse missing values | Samples with a small number of missing features were retained; their missing entries were filled with the median value of that feature across all samples. |
| ③ Sample removal for high missingness | Samples with extensive missing features (above a defined threshold) were removed to prevent introducing noise. |
| ④ Duplicate sample resolution | For duplicate aptamer–small molecule pairs, only the record with the biggest Kd (i.e., lowest pKd) was retained, assuming it represents the strongest experimentally observed binding. |
After these steps, the dataset was reduced to 759 high-quality DNA–ligand binding pairs, ready for feature standardization and modeling.
Figure 10: Final Feature pKd Distribution
Modeling and Evaluation
1. Modeling Overview
To quantitatively predict the binding affinity (pKd) between DNA aptamers and small organic molecules, we constructed a polynomial-extended linear regression model.
The approach follows the principle of Quantitative Structure–Activity Relationship (QSAR), integrating both aptamer sequence–structure descriptors and molecular physicochemical features.
2. Feature Preparation
After merging aptamer and small-molecule descriptors and data filtering, the initial feature space contained approximately 1225 features.
To enhance the model's ability to capture nonlinear relationships, we introduced second-order (squared) terms for all features, effectively expanding the descriptor set while retaining interpretability.
3. Data Splitting and Standardization
To ensure objective and reproducible evaluation, we split the dataset into training (80%) and test (20%) with random_state=41.
Figure 11: pKd histogram overlaid with KDE curves for train and test sets
All features were standardized using Z-score normalization, where the mean and standard deviation were computed from the training set only.
4. Feature Selection — Forward Feature Selection (FFS)
Given the expanded feature space (original + squared terms), we employed Forward Feature Selection (FFS) to iteratively identify the most informative and uncorrelated subset.
At each iteration:
- One candidate feature is added only if it improves training performance (Pearson correlation coefficient(*r)*↑, Mean Absolute Error(*MAE)*↓);
- Candidate evaluation uses 5-fold cross-validation (CV) with random shuffling for stability;
- To ensure feature independence, any candidate feature with a pairwise Pearson correlation coefficient above |r| > 0.90 with already-selected features was excluded from consideration. This avoids redundancy and ensures interpretability of coefficients.
- The process stops when performance improvement (Δr < 0.001, ΔMAE < 0.001) becomes insignificant.
Finally, the elbow point of the FFS curve was used to determine the optimal number of features — 20 selected features were retained for the final model.
Figure 12: Forward Feature Selection performance curve(train_CV, test)
Figure 13: Forward Feature Selection performance curve(train, test)
| Feature | Coefficient |
|---|---|
| Mor17p | 0.32904 |
| VSA_EState1 | -0.328229 |
| JGI7 | -0.326874 |
| MATS4Z | 0.312429 |
| n5HRing | -0.221199 |
| BIC2 | -0.198246 |
| BCUTs-1h_sq | -0.196091 |
| Mor14v_sq | 0.191453 |
| Mor24se | 0.189579 |
| Mor30m | -0.158713 |
| n5AHRing_sq | 0.150025 |
| MATS6i_sq | 0.133855 |
| MINsssCH_sq | 0.099014 |
| MATS1are_sq | -0.092587 |
| k3_CGA_sq | 0.077895 |
| GATS8s_sq | -0.073141 |
| k3_AAT_sq | -0.058679 |
| k4_AGTG_sq | -0.057457 |
| AETA_eta_BR_sq | 0.052764 |
| u_3mer_GAA_sq | -0.030791 |
Bias = 6.209472309338183
5. Regression Model
The final model was a multiple linear regression (OLS) model trained on 20 selected features (including their squared counterparts).
This model maintains both interpretability and computational simplicity, allowing visualization of each feature's contribution via its regression coefficient.
6. Model Performance
Cross-Validation (5-fold, shuffled)
| Metric | Mean ± SD |
|---|---|
| r (Pearson correlation) | 0.705± 0.049 |
| MAE | 0.572± 0.055 |
The CV results demonstrate stable internal generalization, suggesting that the selected 20-feature model captures consistent patterns across resampled folds.
Independent Test Set
| Metric | Value |
|---|---|
| Test r | 0.636 |
| Test MAE | 0.573 |
The model performed comparably on the independent test set, confirming that it generalizes well to unseen aptamer–ligand pairs.
Figure 14: Training set actual vs predicted pKd
Figure 15: Test set actual vs predicted pKd
Training set: r = [0.749]; MAE = [0.535]; R² = [0.561]. Most points fall within ± 0.5 pKd, showing stable fitting for moderate-affinity samples (pKd ≈ 4–7).
Test set: r = [0.636]; MAE = [0.573]; R² = [0.352]. The similar distribution pattern demonstrates robust generalization across unseen aptamer–ligand pairs.
7. Model Interpretability — Coefficients and SHAP Analysis
We employed SHAP to quantify sample-level positive/negative contributions of each feature.
Figure 16: SHAP beeswarm for the top-20 features (train set). Color: feature value; horizontal axis: contribution to predicted pKd.
Figure 17: Mean |SHAP| importance for the top-20 features. Larger bars indicate higher global impact.
Key findings:
- Polarizability and charge-distribution descriptors (e.g., BCUTs-1h_sq, JGI7, MATS4Z) dominate and generally increase pKd when high—consistent with chemical intuition that polar/electrostatic matching stabilizes DNA binding.
- Several 3D shape/volume Moran descriptors (Mor14v_sq, Mor17p, Mor30m, Mor24se) contribute strongly, highlighting the role of spatial complementarity.
- Certain sequence/structural features (k3_CGA_sq, u_3mer_GAA_sq) show sparse but strong impacts, indicating context-specific effects (e.g., loop/stack configurations).
8. Summary
This regression-based model successfully integrates molecular and nucleic acid descriptors to predict aptamer–ligand affinity quantitatively.
Despite its simplicity, it achieves consistent performance across CV and test sets and maintains excellent interpretability, making it suitable for rational aptamer screening and modular biosensor design.
9. Model Input/Output
| Input | Output |
|---|---|
| Aptamer sequence (DNA) + Small molecule SMILES | Predicted binding constant (Kd) |
All features were normalized using the stored mean and standard deviation from the training dataset before prediction.
Squared terms (feature²) were automatically generated for nonlinear correction.
Case Study
To evaluate the real-world applicability of DSAPred in antibiotic recognition systems, we conducted an independent case study using a vancomycin-specific DNA aptamer reported by:
Xiaona Fang, Tian Gao, Zhaofeng Luo, and Renjun Pei, "Efficient selection of vancomycin-specific aptamers via particle display and development of a high-sensitivity fluorescent apta-sensor for vancomycin detection," Sensors and Actuators B: Chemical, 436 (2025), 137681.
The aptamer sequence used for validation was:
5′-CGACCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGTCG-3′
This sequence was not included in the training dataset, making it an ideal external sample for testing model generalization.
The predicted apparent binding affinity from DSAPred was pKd = 6.83, which agrees closely with the experimentally measured value of pKd = 6.85, showing a deviation of only 0.02 (≈4.7%). This remarkable agreement demonstrates the model's robust predictive capability for real antibiotic-binding systems.
SHAP value analysis further highlighted the underlying feature contributions:
- Trinucleotide motifs "CGA" strongly increased the predicted pKd, suggesting favorable sequence-context effects in vancomycin binding.
- High values of molecular descriptors MATS4Z and BCUTs-1h_sq positively contributed to affinity, indicating the significance of polarizability and electrostatic complementarity between the aptamer and the ligand.
- Conversely, descriptors reflecting molecular shape heterogeneity (e.g., Mor24se) had minor negative contributions.
Collectively, this case study confirms that DSAPred can accurately predict binding affinities for unseen aptamer–antibiotic pairs while providing mechanistic interpretability through feature contribution analysis. It demonstrates DSAPred's strong potential as a design and optimization platform for antibiotic-sensing aptamer elements.
NUPACK Simulation
We used NUPACK to predict the binding behavior of DNA components before starting experiments, achieving the goal of guiding design.
NUPACK (Nucleic Acid Package) is a software package developed by institutions such as Caltech for structural modeling, analysis, and design of DNA/RNA. It is particularly suitable for multi-chain systems and widely used in DNA nanotechnology, synthetic biology, and molecular diagnostics.
By rationally using NUPACK, we can:
- Design nucleic acid strands
- Pre-screen for non-specific secondary structures
- Predict hybridization efficiency
- Save manpower and resources in experimental validation
Simulation of T7 System's Sequences
| Name | Sequence | Complementary Bases | Predicted Hybridization Rate |
|---|---|---|---|
| LBO1 | CTCAGTTCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGAA | 12 | 77.8% |
| SRO1 | AGCCGAACTGAG | 12 | 77.8% |
| LBO2 | TTTCTCTCTCCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGGAG | 15 | 91.4% |
| SRO2 | AGCCGGAGAGAGAAA | 15 | 91.4% |
| LBO3 | TCTCTCTCTCTCCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGGAG | 17 | 100% |
| SRO3 | AGCCGGAGAGAGAGAGA | 17 | 100% |
| LBO4 | CCTGAACCCCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGGTT | 12 | 36.8% |
| SRO4 | TCGGGGTTCAGG | 12 | 36.8% |
| LBO5 | GCCTGAACCCCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGGTT | 13 | 79.9% |
| SRO5 | TCGGGGTTCAGGC | 13 | 79.9% |
| LBO6 | TAAGATCTCTCGGGACGACCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGTCGTCCC | 13 | 71.3% |
| SRO6 | GTCGTCCCGAGAGTA | 13 | 71.3% |
| LBO7 | TAAGATCTCTCAGGGACGACCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGTCGTCCCT | 15 | 86.4% |
| SRO7 | GTCGTCCCTGAGAGAA | 15 | 86.4% |
| LBO8 | TAAGATCTCTCAGGGGACGACCGAGGGTACCGCAATAGTACTTATTGTTCGCCTATTGTGGGTCGGGTCGTCCCCT | 14 | 90.9% |
| SRO8 | GTCGTCCCCTGAGAGAT | 14 | 90.9% |
Figure 19: NUPACK simulation of basic T7 system pairs
| Name | Sequence | Complementary Bases | Predicted Hybridization Rate |
|---|---|---|---|
| LBO1 | CTCAGTTCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGAA | 12 | 59.7% |
| SRO1-T7 | AGCCGAACTGAGTAATACGACTCACTATAGG | 12 | 59.7% |
| LBO2 | TTTCTCTCTCCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGGAG | 15 | 91.4% |
| SRO2-T7 | AGCCGGAGAGAGAAATAATACGACTCACTATAGG | 15 | 91.4% |
Figure 20: Effect of T7 promoter extension on hybridization stability
Designed 5TS and 3TS Constructs
| Name | Sequence |
|---|---|
| 5TS-1 | AGTAATACGACTCACTATAGGTTTTCCTTTAT AGTGTTAG TCGTTTATTACTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGTAATA |
| 5TS-2 | AGTAATACGACTCACTATAGGTTTTCCTAT AGTGTTAG TCGTTTATTACTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGTAATA |
| 5TS-3 | AGTAATACGACTCACTATAGGTTTTCCTAT AGTGTTAG TCGTATTACTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGTAATA |
| 5TS-4 | AGTAATACGACTCACTATAGGTTTTCCTAT AGTGAG TCGTATTACTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGTAATA |
| 3TS-1 | AGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTATAG TGAGTCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-2 | AGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTCGCG TGAGTCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-3 | AGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTATAG TGCTGCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-4 | AGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTCGCG TGCTGCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-5 | TATAGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTATAG TGAGTCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-6 | GCGAGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTCGCG TGAGTCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-7 | TATAGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTATAG TGCTGCGTATTATTTTTAATACGACTCACTATAGG |
| 3TS-8 | GCGAGGCT CAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGT AGCCTCGCG TGCTGCGTATTATTTTTAATACGACTCACTATAGG |
Figure 21: NUPACK simulation of 5TS constructs
Figure 22: NUPACK simulation of 3TS constructs
Cas System Simulation
| Name | Sequence | Complementary Bases | Predicted Hybridization Rate |
|---|---|---|---|
| LBO1-Cas | GACGTATCGACTCAGTTCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGAACT | 20 | 100% |
| SRO1-Cas | GGAGACGCCGAACTGAGTCGATACGTCTAGATTG | 20 | 100% |
| crRNA-1 | UAAUUUCUACUAAGUGUAGAUACGUAUCGACUCAGUUCGGC | - | - |
| LBO1-Cas | GACGTATCGACTCAGTTCGGCTCAGTGACCCCACAGGAGACTGTAGGTTGACCTCTTGTAGCCGAACT | 20 | 100% |
| SRO2-Cas | GGAGACCACTGAGCCGAACTGAGTCGCTAGATTG | 20 | 100% |
| crRNA-2 | UAAUUUCUACUAAGUGUAGAUCGACUCAGUUCGGCUCAGUG | - | - |
Figure 23: NUPACK simulation of Cas system hybrids
Figure 24: Summary of all NUPACK simulations
References
- Abramson, J., Adler, J., Dunger, J. et al. Accurate structure prediction of biomolecular interactions with AlphaFold 3. Nature 630, 493–500 (2024). https://doi.org/10.1038/s41586-024-07487-w
- O'Boyle, N.M., Banck, M., James, C.A. et al. Open Babel: An open chemical toolbox. J Cheminform 3, 33 (2011). https://doi.org/10.1186/1758-2946-3-33
- Schäfer M, Schneider TR, Sheldrick GM. Crystal structure of vancomycin. Structure. 1996 Dec 15;4(12):1509-15. doi: 10.1016/s0969-2126(96)00156-6
- Morris, G. M., Goodsell, D. S., Halliday, R.S., Huey, R., Hart, W. E., Belew, R. K. and Olson, A. J. (1998), Automated Docking Using a Lamarckian Genetic Algorithm and and Empirical Binding Free Energy Function J. Computational Chemistry, 19: 1639-1662.
- Xiaona Fang, Tian Gao, Zhaofeng Luo, Renjun Pei, Efficient selection of vancomycin-specific aptamers via particle display and development of a high-sensitivity fluorescent apta-sensor for vancomycin detection, Sensors and Actuators B: Chemical, Volume 436, 2025, 137681, ISSN 0925-4005, https://doi.org/10.1016/j.snb.2025.137681