The following pages link to James Joseph Sylvester (Q6481024):
Displaying 50 items.
- (Q1479139) (redirect page) (← links)
- (Q1519171) (redirect page) (← links)
- The Collected Mathematical Papers. Volume IV: (1882--1894). (Q1479140) (← links)
- Question 11615. (Q1482935) (← links)
- Question 12 638. (Q1483851) (← links)
- Question 11 580. (Q1485889) (← links)
- The Collected Mathematical Papers. Volume III: (1870--1883). (Q1488361) (← links)
- The Collected Mathematical Papers. Volume II: (1854--1873). (Q1491106) (← links)
- The Collected Mathematical Papers. Volume I: (1837--1853). (Q1499802) (← links)
- Question 11154. (Q1519172) (← links)
- On the number of proper vulgar fractions in their lowest terms that can be formed with integers not greater than a given number. (Q1519351) (← links)
- Outlines of seven lectures, on the partitions of numbers. (Q1519365) (← links)
- On the Goldbach-Euler theorem concerning primes. (Q1519425) (← links)
- Question 13375. (Q1519507) (← links)
- On the Goldbach-Euler theorem regarding prime-numbers. (Q1520770) (← links)
- Del plagiógrafo ó pantógrafo de inclinación. (Q1521042) (← links)
- Note on nine schoolgirls problem. (Q1527262) (← links)
- Solution of question 11648. (Q1527666) (← links)
- Solution of question 10951. (Q1528761) (← links)
- Solution of question 11480. (Q1528762) (← links)
- Solution of question 11084. (Q1528763) (← links)
- On arithmetical series. I, II (Q1531812) (← links)
- Solution of question 7668. (Q1532815) (← links)
- On a funicular solution of Buffon's ``problem of the needle'' in its most general form. (Q1532991) (← links)
- On the ratio of the circumference to the diameter. (Q1533294) (← links)
- Proof that \(\pi\) cannot be the root of an algebraic equation with integer coefficients. (Q1533295) (← links)
- Solution of question 8184. (Q1533899) (← links)
- Sur la réduction biorthogonale d'une forme linéo-linéaire à sa forme canonique. (Q1534824) (← links)
- A new proof that a general quadric may be reduced to its canonical form (that is, a linear function of squares) by means of a real orthogonal substitution. (Q1534825) (← links)
- On the reduction of a bilinear quantic of the \(n^{\text{th}}\) order to the form of a sum of \(n\) products by a double orthogonal substitution. (Q1534826) (← links)
- On the complete connection between the continued fractions which express the two roots of a quadratic equation with rational coefficients (Q1534968) (← links)
- On the value of a finite and a purely periodic continued fraction (Q1534969) (← links)
- On an arithmetical theorem in periodic continued fractions. (Q1534970) (← links)
- Solution of question 9609. (Q1535077) (← links)
- The late Arthur Buchheim. (Q1536557) (← links)
- On Hamilton's numbers. Part II. (Q1536692) (← links)
- Note on a proposed addition to the vocabulary of ordinary arithmetic. (Q1536851) (← links)
- On certain inequalities relating to prime numbers. (Q1536852) (← links)
- Sur les nombres parfaits. (Q1536863) (← links)
- Sur une classe spéciale des diviseurs de la somme d'une série géométrique. (Q1536864) (← links)
- Sur l'impossibilité de l'existence d'un nombre parfait impair qui ne contient pas au moins 5 diviseurs premiers distincts. (Q1536865) (← links)
- Solution of question 9112. (Q1536868) (← links)
- Preuve élémentaire du théorème de Dirichlet sur les progressions arithmétiques dans le cas où la raison est ou 12. (Q1536877) (← links)
- On the divisors of the sum of a geometrical series whose first term is unity and common ratio any positive or negative integer. (Q1536878) (← links)
- Solution of questions 8864 and 9004. (Q1536958) (← links)
- Solution of question 2935. (Q1537872) (← links)
- On the so-called Tschirnhausen Transformation. (Q1537881) (← links)
- Sur une découverte de M. James Hammond relative à une certaine série de nombres qui figurent dans la théorie de la transformation Tschirnhausen. (Q1537882) (← links)
- On Hamilton's numbers. (Q1537883) (← links)
- Sur les nombres dits de Hamilton. (Q1537884) (← links)
- Note on certain difference equations which possess an unique integral. (Q1538114) (← links)
