- Richard Herrmann added an answer:Is there a definition of the Mittag-leffler function for variable-order fractional calculus?
- Michael Patriksson added an answer:Any set-valued map which not satisfied any properties of subdifferential calculus?
- Richard Herrmann added an answer:What does it mean to the fractional calculus if the constant is equal to zero in some definitions and not equal to zero in another's definition?
- Richard Herrmann added an answer:Is it possible to apply the Leibniz product rule for variable-order fractional derivation?
- Anna Valkova Tomova added an answer:What is integral of (secx)^3 wrt x ?
- Federico Bugnoli added an answer:Any suggestion to represent "thinking" in mathematical language or logic?
- Anatolij K. Prykarpatski added an answer:What do you think about the definition of *-differentiation which is given via "Generalized Runge-Kutta method with respect to non-Newtonian calculus?
- Vitaly Voloshin added an answer:Should we teach limit or derivative first?
- Michael Livshits added an answer:What is your opinion that students find difficult in learning introductory calculus?
- George Stoica added an answer:What is difference between greatest value and maximum value of a real valued function? When do they coincide?
- Roman Sznajder added an answer:When is the power series of an even function alternating?
- Abedallah M Rababah added an answer:Who first defined orthogonal polynomials?
- R. C. Mittal added an answer:What do you think about the non-Newtonian calculi which have considerable potential for use as alternatives to the classical calculus?
- Rogier Brussee added an answer:Can a multivariate function f(x,y,..) be converted to a lower dimension function?
- James F Peters added an answer:How can we construct surfaces of revolution in Cartan-Vranceanu Space?
- Peter T Breuer added an answer:How can one show that the left limit is smaller than the right limit?
- Ezequiel Soule added an answer:Can anyone suggest a method to solve the following constrained functional minimization problem?
- Luiz C. L. Botelho added an answer:What is the physical significance of poles in Laurent's series?
- Luiz C. L. Botelho added an answer:What are the applications of Ostrogradsky equation?
- Luisiana Cundin added an answer:How do you show that the integral is convergent or divergent?
- James F Peters added an answer:How can situation calculus and event calculus be integrated?
- İ. Onur Kıymaz added an answer:How can I prove that the Caputo fractional derivative of a polynomial of degree N is a polynomial of degree at most N?
- Feng Qi added an answer:What is the power series expansion at zero of the secant to the power of three?
- Jacques Labelle added an answer:How does one describe two integration contours as a set?
- Georgy Sergeevich Kalenkov added an answer:Is there some general FFT approach optimizing the calculus of an integral by reducing the number of calls?
- Malay K. Pakhira added an answer:Can the steepest descent method be success if the initial assumption for the solution is poor?
- Andrzej Hanyga added an answer:Does the Mittag Leffler Function follow a semigroup property?
- Theo K. Dijkstra added an answer:How do I calculate statistical sampling error and confidence limits as my sample approaches the entire population?
- Lucas Oliveira added an answer:What is a good contemporary book (notation-wise) on calculus of variations?