Submitted:
30 January 2025
Posted:
31 January 2025
You are already at the latest version
Abstract
Keywords:
1. Introduction
2. Literature Review
2.1. Challenges in Traditional UI/UX Design Tools
2.1. Artificial Intelligence (AI) in Enhancing Design Systems
3. Methodology & Experimentation
3.1. Overview of Methodology
3.2. Needs Assessment Analysis
3.1. The Proposed System’s Conceptual Framework
3.1. System Implementation
3.5.1. Computational complexity (Big O analysis)
3.5.1. Expert Validation
- (i)
- ≤ 1 = Poor Accuracy; The system has major inaccuracies.
- (ii)
- > 1 and ≤ 2.5 = Fair Accuracy; The system meets basic requirements but is characterized by many non-negligible inconsistencies.
- (iii)
- > 2.5 and ≤ 3 = Good Accuracy; The system performs well overall with minor negligible issues.
- (iv)
- > 3 and ≤ 4 = Strong Accuracy; Accurate and consistent results are delivered with areas of improvement that do not affect usability.
- (v)
- > 4 and ≤ 5 =Excellent Accuracy; The accuracy of the system is flawless and beyond expectation.
- (i)
- ≤ 1 = Irrelevant Features; Major enhancements are needed to achieve basic features’ relevance.
- (ii)
- > 1 and ≤ 2 = Minimal Relevant Features; Features address only a small set of user needs and hence are limited in relevance.
- (iii)
- > 2 and ≤ 3= Moderately Relevant Features; Features are functional but require some amount of enhancement for seamless usability.
- (iv)
- > 3 and ≤ 4 = Highly Relevant Features; Features meet professional standards and address most designer needs.
- (v)
- > 4 and ≤ 5 =Exceptionally Relevant Features; Features are absolutely relevant and meet diverse designer requirements.
- (i)
- ≤ 1 = Poor Usability; Not even favorable for experts since the system is difficult to use and has major workflow challenges.
- (ii)
- > 1 and ≤ 2 = Minimal Usability; The system includes several usability challenges that cause user frustrations.
- (iii)
- > 2 and ≤ 3= Moderate Usability; Designers with some expertise might even struggle to adapt at the initial stages as the system requires improvement to make the user experience seamless.
- (iv)
- > 3 and ≤ 4 = Good Usability; The system is user-friendly and a user with any expertise level requires minimal guidance.
- (v)
- > 4 and ≤ 5 =Excellent Usability; The system is highly intuitive, polished, and designed for effortless use.
4. Results & Analysis
4.1. Computational Complexity
4.1. Expert Validation
4.1.1. System Accuracy
4.1.1. Relevance of Features
4.1.1. Ease of Use
5. Summary & Conclusion
Data Availability Statements
Competing Interest
Compliance with Ethical Standards
Informed Consent
Funding
References
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| Functionality | Primary Operation | Complexity | Overall Complexity |
|---|---|---|---|
| pickCoorFromImage | Extracts pixel data from an uploaded image. | Extracting pixel data operates in constant time, O(1). Including event listeners and drawing an image on canvas also operates O(1). | Constant time - O(1) |
| generatePalette | Performs arithmetic on RGB components to produce complementary and analogous colors. | Arithmetic operations on the RGB values operate in constant time; O(1). | Constant time - O(1) |
| displayPalette | Creates a palette by iterating over a set ofColors. | Looping through a fixed number of colors runs in constant time; O(1). | Constant time - O(1) |
| additiveBlend, subtractiveBlend, & simulateBlending | Computes resulting color by performing arithmetic operations on RGB components. | Arithmetic operations on the RGB values operate in O(1). | Constant time - O(1) |
| fetchAIRecommendations & displayAIRecommendations | Sends a POST request and processes the response. | Operate in linear time with respect to p, the number of recommendations. | Linear time - O(p) |
| logUserAction | Sends data via POST request to log user actions. | Computation with payload in constant time. | Constant time - O(1) |
| renderAnalyticsDashboard | Gets and outputs analytics data. | Operates in linear time with respect to the number of fetched data points, q. | Linear time - O(q) |
| testColorFunctions | Dynamically generates test cases to check the correctness of the generatePalette function | Generating RGB components operates in constant time, O(1). When testing cases, the function operates in linear time with respect to the number of test cases, r; hence, O(r). | Linear time - O(r) |
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