Pages that link to "Item:Q802831"

The following pages link to Reduction of a system of ordinary linear differential equations of arbitrary positive rank to a system of the first rank. II (Q802831):

Displaying 7 items.

• Looking for the order of a system of arbitrary ordinary differential equations. Translated from the Latin manuscript by François Ollivier. Edited by S. Cohn and C. W. Borchardt. (Q1015363) (← links)
• The reduction to normal form of a non-normal system of differential equations. Translated from the Latin manuscript by François Ollivier. Edited by Sigismund Cohn, C. W. Borchardt, and A. Clebsch. (Q1015364) (← links)
• Reduction of regular linear systems of ordinary differential equations to canonical form (Q1105102) (← links)
• On simultaneous row and column reduction of higher-order linear differential systems (Q1930151) (← links)
• Reduction of underdetermined systems of ordinary differential equations. IV (Q1939465) (← links)
• On the reduction of high order linear PDEs to first order (Q2013173) (← links)
• New reducibility criteria for systems of two linear first-order ordinary differential equations (Q2139192) (← links)