SIMIODE

SIMIODE

Views:
42,967
Subscribers:
558
Videos:
566
Duration:
5:20:59:06
United States
United States

SIMIODE is an American YouTube content creator with 558 subscribers. His content totals around 42.97 thousand views views across 566 videos.

Created on ● Channel Link: https://www.youtube.com/channel/UC14lC-tyBGkDPmUnKMV3f3w





Top 100 Most Viewed Videos by SIMIODE


Video TitleViewsCategoryGame
1.EXPO 2026: "Machine Learning for Modeling in an Elementary Differential Equations Class"24
2.EXPO 2026: "Modeling a Diving Board"3
3.EXPO 2026: "No-verdose: Using SEIRP and Optimal Control Theory to Model the Opioid Epidemic..."5Epidemic!
4.EXPO 2026: "Designing Differential Equations Courses Through Modelling Activities"10
5.EXPO 2026: "From Cork Pop to Coasting: Modeling the Water Rocket Launch"33
6.EXPO 2026: "Modeling Real-World Applications of ODEs with Python"17
7.EXPO 2026: "Math Modeling of and for Decision-Making"2
8.EXPO 2026: "Expanding Access to College Mathematics at Scale through Georgia Tech's Distance..."2
9.EXPO 2026: "Viscoelastic Models as Active Learning Activities"18
10.EXPO 2026: "Epidemiological-Inspired Model of Post-Operational Chronic Pain in Scoliosis Patients"14
11.EXPO 2026: "An Accessible Approach to DE Modeling without DE Prerequisites"4
12.EXPO 2026: "Euler-Cromer Time-Stepping as Alternating Projections for Second-Order ODEs"8
13.EXPO 2026: "Enhance Students’ Learning of Differential Equation through Modeling"4
14.EXPO 2026: "Comparing AI Models' Utility in Teaching Differential Equations"9
15.EXPO 2026: "SEIR-GA: Modeling Gerrymandering's Impact on Voter Engagement with Coupled ODEs"0
16.EXPO 2026: "Modeling Calculus: Eighteen Years of Rethinking “First Calculus” Through DE"0
17.EXPO 2026: "Direct and Inverse Problems involving the Newton's law of motion: Modeling and Solving"2
18.EXPO 2026: "At the Intersection of Art, Science, and Education: Using Visuals to Enhance..."0
19.EXPO 2026: "Modeling Through Collaboration: Peer-Led Team Learning in Differential Equations"1
20.EXPO 2026: "Starting in the Middle: Differential Equations on Day One"1
21.EXPO 2026: "Panel on the SIMIODE Textbook and Modeling-First Approach to Differential Equations"2
22.EXPO 2026: "Predicting Weekly Stock Movements"12
23.EXPO 2026: "Opening Remarks & Meet-and-Greet in Small Groups"2
24.EXPO 2026: "Predators and Policies: Teaching ODEs by Modeling Florida's Alligator Ecosystem"0
25.EXPO 2026: "Differential Equations through Movement"0
26.EXPO 2026: "Coupled Pendulums: A Hands-On Introduction to Physics-Informed Machine Learning"0
27.EXPO 2026: "Model Competition and Law Discovery in Differential Equations"0
28.EXPO 2026: "Lowering the Barrier to Mathematical Modeling..."0
29.EXPO 2026: "The Ouroboros Effect: Mathematical Models of AI Self-Training Collapse"0
30.SCUDEM X 2025 - Problem A: Team 10957
31.SCUDEM X 2025 - Problem A: Team 10713
32.SCUDEM X 2025 - Problem A: Team 10256
33.SCUDEM X 2025 - Problem A: Team 10386
34.SCUDEM X 2025 - Problem A: Team 10597
35.SCUDEM X 2025 - Problem A: Team 10706
36.SCUDEM X 2025 - Problem A: Team 10072
37.SCUDEM X 2025 - Problem A: Team 100113
38.SCUDEM X 2025 - Problem A: Team 10752
39.SCUDEM X 2025 - Problem A: Team 10485
40.SCUDEM X 2025 - Problem B: Team 1113 B4
41.SCUDEM X 2025 - Problem B: Team 10721
42.SCUDEM X 2025 - Problem C: Team 106414
43.SCUDEM X 2025 - Problem C: Team 1089 C1
44.SCUDEM X 2025 - Problem C: Team 10740
45.SCUDEM X 2025 - Problem B: Team 10600
46.SCUDEM X 2025 - Problem B: Team 10730
47.SCUDEM X 2025 - Problem B: Team 10670
48.SCUDEM X 2025 - Problem B: Team 10090
49.SCUDEM X 2025 - Problem B: Team 10452
50.SCUDEM X 2025 - Problem C: Team 11550
51.SCUDEM X 2025 - Problem C: Team 10580
52.SCUDEM X 2025 - Problem C: Team 10500
53.SCUDEM X 2025 - Problem B: Team 10393
54.SCUDEM X 2025 - Problem C: Team 11320
55.SCUDEM X 2025 - Problem B: Team 10300
56.SCUDEM X 2025 - Problem A: Team 11741
57.SCUDEM X 2025 - Problem C: Team 11440
58.SCUDEM X 2025 - Problem B: Team 10270
59.SCUDEM X 2025 - Problem A: Team 11064
60.SCUDEM X 2025 - Problem A: Team 11081
61.SCUDEM X 2025 - Problem A: Team 11241
62.SCUDEM X 2025 - Problem B: Team 11674
63.SCUDEM X 2025 - Problem C: Team 10060
64.SCUDEM X 2025 - Problem B: Team 10191
65.SCUDEM X 2025 - Problem B: Team 10973
66.SCUDEM X 2025 - Problem A: Team 11711
67.SCUDEM X 2025 - Problem B: Team 10352
68.SCUDEM X 2025 - Problem A: Team104940
69.SCUDEM X 2025 - Problem B: Team 11290
70.SCUDEM X 2025 - Problem A: Team 11561
71.Ethical Reasoning: An Essential Component of Mathematical Modeling136
72.Panel on Using the SIMIODE Textbook84
73.Modeling Financial Impacts of Energy-Conserving Home Upgrades34
74.DEMARC Differential Equations Model and Resource Creators50
75.Making Mathematical Puzzles21The Missing: J.J. Macfield and the Island of Memories
76.Presenting Teaching Insights on Basic Computer Graphics Through Matrix Operations13
77.A Transportation-Based SEIR Model for Infectious Disease Prediction112
78.Developing Workforce with Mathematical Modeling Skills41
79.Reading and Writing the World with Mathematics: Pedagogies Supporting the Well-Being of the Self...25
80.Opportunities for Students at SIAM28
81.Conference Closing and Summary Remarks14
82.Heavy Metal Accumulation through Candy Consumption: Our Team Approach to this SCUDEM IX 2024 Problem54Heavy Metal
83.Using Physical Simulations to Engage Students in an SIR Model of the Spread of an Infectious Disease27
84.Reimagining Differential Equations: A Modeling-First Approach to Enhance STEM Education48
85.Modeling Vibrating Strings Using Ordinary Differential Equations3
86.Modelling the Evolution of Menopause using Ordinary Differential Equations0
87.Building a Successful REU Experience in a Small Department0
88.Snowplow Problem0
89.Combining Differential Equation Models with Deep Learning in an Undergraduate Modeling Course1
90.An Application of the Fractional-Order Modeling to Study Drug Diffusion in Pharmacokinetic...0
91.Enhancing Differential Equation Modeling with Large Language Models0
92.Engaging Students in Modeling in Differential Equations using Projects5
93.Beyond the Comfort Equation: Thriving in Uncharted Class Territories4
94.Gansecu Enhancing Learner Ownership1
95.Enhancing Differential Equations Instruction through Modeling, Visuals, and Projects...1
96.ODE’s for the General Public0
97.Number Theory Meets Dynamics: Driven Oscillators with 2-Adic Valuation Forcing2
98.Differential Equation Parameter Estimation and Model Testing via Simplified Chi-squared Minimization0
99.Prison Mathematics Project: Justice via the Pursuit of Beauty0
100.Innovative Use of Technology in Textbooks0