SIMIODE

SIMIODE

Views:
42,967
Subscribers:
541
Videos:
566
Duration:
5:20:59:06
United States
United States

SIMIODE is an American YouTube content creator with 541 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: "From Cork Pop to Coasting: Modeling the Water Rocket Launch"33
3.EXPO 2026: "Modeling a Diving Board"3
4.EXPO 2026: "No-verdose: Using SEIRP and Optimal Control Theory to Model the Opioid Epidemic..."5Epidemic!
5.EXPO 2026: "Designing Differential Equations Courses Through Modelling Activities"10
6.EXPO 2026: "Expanding Access to College Mathematics at Scale through Georgia Tech's Distance..."2
7.EXPO 2026: "Math Modeling of and for Decision-Making"2
8.EXPO 2026: "Modeling Real-World Applications of ODEs with Python"17
9.EXPO 2026: "Epidemiological-Inspired Model of Post-Operational Chronic Pain in Scoliosis Patients"14
10.EXPO 2026: "Comparing AI Models' Utility in Teaching Differential Equations"9
11.EXPO 2026: "Enhance Students’ Learning of Differential Equation through Modeling"4
12.EXPO 2026: "An Accessible Approach to DE Modeling without DE Prerequisites"4
13.EXPO 2026: "Viscoelastic Models as Active Learning Activities"18
14.EXPO 2026: "Euler-Cromer Time-Stepping as Alternating Projections for Second-Order ODEs"8
15.EXPO 2026: "At the Intersection of Art, Science, and Education: Using Visuals to Enhance..."0
16.EXPO 2026: "SEIR-GA: Modeling Gerrymandering's Impact on Voter Engagement with Coupled ODEs"0
17.EXPO 2026: "Model Competition and Law Discovery in Differential Equations"0
18.EXPO 2026: "Modeling Through Collaboration: Peer-Led Team Learning in Differential Equations"1
19.EXPO 2026: "Starting in the Middle: Differential Equations on Day One"1
20.EXPO 2026: "Lowering the Barrier to Mathematical Modeling..."0
21.EXPO 2026: "Differential Equations through Movement"0
22.EXPO 2026: "Panel on the SIMIODE Textbook and Modeling-First Approach to Differential Equations"2
23.EXPO 2026: "The Ouroboros Effect: Mathematical Models of AI Self-Training Collapse"0
24.EXPO 2026: "Opening Remarks & Meet-and-Greet in Small Groups"2
25.EXPO 2026: "Predators and Policies: Teaching ODEs by Modeling Florida's Alligator Ecosystem"0
26.EXPO 2026: "Direct and Inverse Problems involving the Newton's law of motion: Modeling and Solving"2
27.EXPO 2026: "Modeling Calculus: Eighteen Years of Rethinking “First Calculus” Through DE"0
28.EXPO 2026: "Predicting Weekly Stock Movements"12
29.EXPO 2026: "Coupled Pendulums: A Hands-On Introduction to Physics-Informed Machine Learning"0
30.SCUDEM X 2025 - Problem A: Team 10957
31.SCUDEM X 2025 - Problem A: Team 10485
32.SCUDEM X 2025 - Problem A: Team 10072
33.SCUDEM X 2025 - Problem A: Team 10713
34.SCUDEM X 2025 - Problem A: Team 10386
35.SCUDEM X 2025 - Problem A: Team 10597
36.SCUDEM X 2025 - Problem A: Team 10256
37.SCUDEM X 2025 - Problem A: Team 100113
38.SCUDEM X 2025 - Problem A: Team 10706
39.SCUDEM X 2025 - Problem A: Team 10752
40.SCUDEM X 2025 - Problem B: Team 1113 B4
41.SCUDEM X 2025 - Problem C: Team 1089 C1
42.SCUDEM X 2025 - Problem B: Team 10721
43.SCUDEM X 2025 - Problem C: Team 106414
44.SCUDEM X 2025 - Problem C: Team 10580
45.SCUDEM X 2025 - Problem C: Team 10500
46.SCUDEM X 2025 - Problem B: Team 10191
47.SCUDEM X 2025 - Problem A: Team 11711
48.SCUDEM X 2025 - Problem C: Team 11320
49.SCUDEM X 2025 - Problem B: Team 10600
50.SCUDEM X 2025 - Problem B: Team 10090
51.SCUDEM X 2025 - Problem B: Team 10452
52.SCUDEM X 2025 - Problem B: Team 10352
53.SCUDEM X 2025 - Problem B: Team 10270
54.SCUDEM X 2025 - Problem C: Team 10740
55.SCUDEM X 2025 - Problem C: Team 10060
56.SCUDEM X 2025 - Problem B: Team 10300
57.SCUDEM X 2025 - Problem A: Team 11081
58.SCUDEM X 2025 - Problem A: Team 11741
59.SCUDEM X 2025 - Problem B: Team 11290
60.SCUDEM X 2025 - Problem B: Team 10393
61.SCUDEM X 2025 - Problem C: Team 11440
62.SCUDEM X 2025 - Problem A: Team 11064
63.SCUDEM X 2025 - Problem B: Team 10730
64.SCUDEM X 2025 - Problem A: Team104940
65.SCUDEM X 2025 - Problem B: Team 11674
66.SCUDEM X 2025 - Problem A: Team 11241
67.SCUDEM X 2025 - Problem A: Team 11561
68.SCUDEM X 2025 - Problem B: Team 10670
69.SCUDEM X 2025 - Problem B: Team 10973
70.SCUDEM X 2025 - Problem C: Team 11550
71.Ethical Reasoning: An Essential Component of Mathematical Modeling136
72.Panel on Using the SIMIODE Textbook84
73.DEMARC Differential Equations Model and Resource Creators50
74.Developing Workforce with Mathematical Modeling Skills41
75.Modeling Financial Impacts of Energy-Conserving Home Upgrades34
76.Presenting Teaching Insights on Basic Computer Graphics Through Matrix Operations13
77.Reading and Writing the World with Mathematics: Pedagogies Supporting the Well-Being of the Self...25
78.Conference Closing and Summary Remarks14
79.Making Mathematical Puzzles21The Missing: J.J. Macfield and the Island of Memories
80.A Transportation-Based SEIR Model for Infectious Disease Prediction112
81.Heavy Metal Accumulation through Candy Consumption: Our Team Approach to this SCUDEM IX 2024 Problem54Heavy Metal
82.Opportunities for Students at SIAM28
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.Levin Accessible & Interactive0
86.Incorporating SIMIODE Projects into a Mathematical Modeling Course0
87.Application of a Homogeneous System: Amusement Park Circulation Problem3
88.Snowplow Problem0
89.Public Health Policy Based on Modeling0
90.Bringing College Mathematics to High Schools: Georgia Tech's Distance Math Program0
91.Engaging Students in Modeling in Differential Equations using Projects5
92.A Familiar ODE Activity Revisited: Enhancing Student Understanding Through Desmos0
93.Gansecu Enhancing Learner Ownership1
94.Using Partial Differential Equations to Model the Moving Front in Heated Ultrastable Glasses0
95.Beyond the Comfort Equation: Thriving in Uncharted Class Territories4
96.ODE’s for the General Public0
97.Number Theory Meets Dynamics: Driven Oscillators with 2-Adic Valuation Forcing2
98.SCUDEM IX 2024 Problem B: Narrative Influences—Applying a Double-SIR Model to Positive and...0
99.Mathematical Modeling In Competitive Landscapes79
100.Enhancing Differential Equation Modeling with Large Language Models0