- Andreas J. Häusler added an answer:11What is a good contemporary book (notation-wise) on calculus of variations?
- Alyssa Spurling added an answer:4Any advice, recommended resources, or helpful tools for learning calculus?
- Anna Valkova Tomova added an answer:9Can anyone tell me how to check the convergence and divergence of the function like integral(1/{Sqrt(x^4-1)}), with lower limit 2 and upper limit infinity?
- Sanjo Zlobec added an answer:41Is there a book in English where one can find characterizations of zero-derivative (stationary) points ?
- Antonio Piccolomini d'Aragona added an answer:4Can someone help on an exercise on the consistency of the SKI calculus?
- Octav Olteanu added an answer:5What is new about the global injectivity in terms of the leading minors of the Jacobian ?
- Biswanath Rath added an answer:1Can you explain to me how you actually control for variables (confounding) in matrix calculus?
- George Stoica added an answer:15Close to a Tauberian theorem?
- Weian Liu added an answer:11Is the limit equal to 0?
- Christian Boissinotte added an answer:4Do you know sources about problems posed using quadratic function across the ages?
- Omran Kouba added an answer:11What theorem helps solving the following exercise?
- Robert Shuler added an answer:23What differential equation has a solution of the form F(x)=(1+1/Kx)^-2?
- István Lénárt added an answer:99+Is there any use in constructing/defining integration over (some subset of) the rationals?
- Philippe Jourdon added an answer:2How would it be possible to combine real figures, complex figures and rational figures in order to build a better structural model?
- Omid M.kandelusy added an answer:14Does anyone know how to solve this integral ?
- Brian S. Thomson added an answer:38Why should we teach improper integrals?
- Geng Ouyang added an answer:17Why don't we teach limits in calculus?
- P. Baliarsingh added an answer:6Is there any geometrical relation between fractional calculus and fractal ?
- Hoda Farno added an answer:7How should I explain and justify a jacobians matrix for which the eigenvalues are equal to zero?Is my system of equations stiff or not?
- Khursheed J. Ansari added an answer:6How can I develop $(p,q)$-analogue of Gamma and Bea functions?
- Salvador Cerdá added an answer:9Is there a general method to convert Sn to Tn in Sequence and Series?
- Sudev Naduvath added an answer:39Should we teach limit or derivative first?
- George Stoica added an answer:37How do we, as instructors, explain our students that one needs other types of integrals besides Riemann and Lebesgue?
- Boddu Muralee Bala Krushna added an answer:2What is the best reason for Conformable fractional derivative is not related to standard fractional derivatives like Riemann-Liouville or Caputo?
- Antonio Marmo added an answer:5Is the order of coordinates important in the calculus of tensors?
- Charles Schwartz added an answer:8Does any one know how to compute definite integrals involving zero oreder first kind modified bessel function ?
- Shahram Rezapour added an answer:26How to characterize differentiability of multifunctions by continuity?
- Marković G. Đoko added an answer:88What if calculus had never been discovered?

I'm re-reading Gelfand and Fomin, which is a great classical treatise on the subject, but is there anything contemporary that is recommendable?