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Caloric polynomial

Known as: Caloric Polynomials, Heat polynomial, Heat polynomials 
In differential equations, the mth-degree caloric polynomial (or heat polynomial) is a "parabolically m-homogeneous" polynomial Pm(x, t) that… 
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Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2015
2015
System design for mobile exergame to engage physical activity
The World Health Organization (WHO) reports that people around the world are in the situation of physical inactivity which mainly… 
2013
2013
Virtual vs. Traditional Exercise Training in Previously Untrained Subjects
Exergames (combination of exercise and video games) and virtual trainers are increasingly being used as an interventional tool… 
2013
2013
Comparing Physiological Responses While Walking on a Standard Motorized Treadmill and Curve Treadmill
PURPOSE: The purpose of this study was to compare the physiological responses between exercise on a motorized treadmill (TM) and… 
2004
2004
Effect of a 1-Week Diet and Exercise Program on Weight and Limb Girth
Objective: This study assessed the effect of a 1-week intensive home exercise program with a low-fat diet on weight loss, fitness… 
2004
2004
Application of the modified method of finite elements to identification of temperature of a body heated with a moving heat source
A transient 2-dimensional problem of heat flow with a moving heat source is considered. It is assumed that the heat source is… 
2002
2002
EXPANSIONS OF SOLUTIONS OF HIGHER ORDER EVOLUTION EQUATIONS IN SERIES OF GENERALIZED HEAT POLYNOMIALS
Upper bound estimates are established on generalized heat polynomials for higher order linear homogeneous evolution equations… 
2001
2001
HEAT POLYNOMIAL ANALOGS FOR HIGHER ORDER EVOLUTION EQUATIONS
Polynomial solutions analogous to the heat polynomials are demon- strated for higher order linear homogeneous evolution equations… 
2000
2000
Branch Points in One-Dimensional Gaussian Scale Space
AbstractScale space analysis combines global and local analysis in a single methodology by simplifying a signal. The… 
2000
2000
Sensitivity coefficients and heat polynomials in the inverse heat conduction problems
1999
1999
METHOD OF HEAT POLYNOMIALS IN SOLVING THE INVERSE HEAT CONDUCTION PROBLEMS
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