The mathematical sciences including engineering, statistics, computer science, physics, econometrics, and mathematics qua mathematics are increasingly being applied to advance our understanding of the causes, consequences, and alleviation of obesity. These applications go beyond routine approaches easily implemented in available commercial software. Rather, they increasingly involve computationally demanding tasks, development of novel analytic methods and software, new derivations, and an exceptional degree of interdigitation of two or more existing techniques. Moreover, these methods and applications continue to advance; the techniques and questions today are not identical to those from five years ago and continuing to refresh curricula is essential. Advances at the interface of the mathematical sciences and obesity research require bilateral training for investigators in both disciplines. Yet, our existing proven course is, to our knowledge, the only ongoing resource to provide such training by scientists. Our successful five day short course features some of the world?s finest scientists working at this interface to fill the unmet need by providing multiple, topic- driven modules designed to bridge the disciplines. The demand for and success of the course we offered annually for the last five years is evidenced by the facts that over 100 people have enrolled in our course, that over 1300 users have accessed our course video archives, and that over a dozen collaborations have resulted in successful grant applications or peer-reviewed publications from our course participants and faculty. The first module serves as a common orientation for investigators approaching the interface predominantly from a quantitative or obesity lens, followed by 8 modules with topics such as modeling weight change using energy balance, modeling effects in populations, genomic analysis in obesity, modeling behavioral responses to obesity, sensor and engineering models, and scaling laws and obesity. Lectures are video-recorded and posted to our course website for free viewing, thereby extending the reach of our course. Because individuals learn best in complex tasks when they can interact with the material, we include a number of interactive sessions designed to engage the participants in active learning. These sessions include panel discussion, debates with audience participation, question and answer periods, and discovery-based learning activities. These have been refined by us over the prior funding cycle to be those that best serve and are most highly appreciated by our participants. Senior faculty offer lectures and lead small group and individual consultations with participants on topics such as grant acquisition and navigating an interdisciplinary career. The new Mathematical sciences in Obesity Research Excellence (MORE) Prize will engage participants beyond the course to identify an outstanding publication on quantitative obesity research to be honored at the following years? course. The NIH and the scientific community at large have voiced the need for more training at the interface of the mathematical sciences and key biomedical domains, and we request the opportunity to continue to be part of the solution.

Public Health Relevance

PUBLIC HEALTH RELEVANCE: Obesity affects more than one-third of the US population generating a need for novel interdisciplinary strategies to resolve growing obesity related negative health outcomes. Advanced mathematical methods play a critical role on numerous fronts in obesity research, from evaluating the effect of population-wide obesity prevention policy measures to monitoring participants during lifestyle intervention studies. The proposed course will develop connections between mathematical scientists and obesity researchers to address research challenges with novel quantitative approaches.

Agency
National Institute of Health (NIH)
Institute
National Institute of Diabetes and Digestive and Kidney Diseases (NIDDK)
Type
Education Projects (R25)
Project #
2R25DK099080-07
Application #
9937976
Study Section
Kidney, Urologic and Hematologic Diseases D Subcommittee (DDK)
Program Officer
Saslowsky, David E
Project Start
2013-07-01
Project End
2025-03-31
Budget Start
2020-04-01
Budget End
2021-03-31
Support Year
7
Fiscal Year
2020
Total Cost
Indirect Cost
Name
Indiana University Bloomington
Department
Type
DUNS #
006046700
City
Bloomington
State
IN
Country
United States
Zip Code
47401
Ejima, Keisuke; Thomas, Diana M; Allison, David B (2018) A Mathematical Model for Predicting Obesity Transmission with Both Genetic and Nongenetic Heredity. Obesity (Silver Spring) 26:927-933
Kahathuduwa, Chanaka N; Thomas, Diana M; Siu, Cynthia et al. (2018) Unaccounted for regression to the mean renders conclusion of article titled ""Uric acid lowering in relation to HbA1c reductions with the SGLT2 inhibitor tofogliflozin"" unsubstantiated. Diabetes Obes Metab 20:2039-2040
Dickinson, Stephanie L; Brown, Andrew W; Mehta, Tapan et al. (2018) Incorrect analyses were used in ""Different enteral nutrition formulas have no effect on glucose homeostasis but on diet-induced thermogenesis in critically ill medical patients: a randomized controlled trial"" and corrected analyses are requested. Eur J Clin Nutr :
McComb, Bryan; Frazier-Wood, Alexis C; Dawson, John et al. (2018) Drawing conclusions from within-group comparisons and selected subsets of data leads to unsubstantiated conclusions: Letter regarding Malakellis et al. Aust N Z J Public Health 42:214
Hannon, Bridget A; Thomas, Diana M; Siu, Cynthia et al. (2018) The claim that effectiveness has been demonstrated in the Parenting, Eating and Activity for Child Health (PEACH) childhood obesity intervention is unsubstantiated by the data. Br J Nutr 120:958-959
Brown, Andrew W; Kaiser, Kathryn A; Allison, David B (2018) Issues with data and analyses: Errors, underlying themes, and potential solutions. Proc Natl Acad Sci U S A 115:2563-2570
Ejima, K; Pavela, G; Li, P et al. (2018) Generalized lambda distribution for flexibly testing differences beyond the mean in the distribution of a dependent variable such as body mass index. Int J Obes (Lond) 42:930-933
Allison, David B (2018) The Conclusions Are Unsupported by the Data, Are Based on Invalid Analyses, Are Incorrect, and Should be Corrected: Letter Regarding ""Sleep Quality and Body Composition Variations in Obese Male Adults after 14 weeks of Yoga Intervention: A Randomized Con Int J Yoga 11:83-84
Dawson, J A; Brown, A W; Allison, D B (2018) The stated conclusions are contradicted by the data, based on inappropriate statistics, and should be corrected: comment on 'intervention for childhood obesity based on parents only or parents and child compared with follow-up alone'. Pediatr Obes 13:656-657
Speakman, J R; Loos, R J F; O'Rahilly, S et al. (2018) GWAS for BMI: a treasure trove of fundamental insights into the genetic basis of obesity. Int J Obes (Lond) 42:1524-1531

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