Natural transformations of higher order cotangent bundle functors
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TL;DRAbstract
We determine all natural transformations of the rth order cotangent bundle functor $T^{r*}$ into $T^{s*}$ in the following cases: r = s, r < s, r > s. We deduce that all natural transformations of $T^{r*}$ into itself form an r-parameter family linearly g
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We determine all natural transformations of the rth order cotangent bundle functor $T^{r*}$ into $T^{s*}$ in the following cases: r = s, r < s, r > s. We deduce that all natural transformations of $T^{r*}$ into itself form an r-parameter family linearly g
Keywords
Cotangent bundleMathematicsFunctorTrigonometric functionsPure mathematicsOrder (exchange)Natural numberDiscrete mathematics
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