exact closed-form results
Some exact results on closed queueing networks with blocking
31
Buckling and Post-buckling Analysis of FG-CNTRC Beams: An Exact Closed Form Solution
9
Construction of Exact Parametric or Closed Form Solutions of Some Unsolvable Classes of Nonlinear ODEs (Abel's Nonlinear ODEs of the First Kind and Relative Degenerate Equations)
14
Closed Form Exact Solutions to the Higher Dimensional Fractional Schrodinger Equation via the Modified Simple Equation Method
13
Double Barrier Hitting Time Distribution of a Mean-reverting Lognormal Process and Its Application to Pricing Exotic Options
6
Computing Exact Closed-Form Distance Distributions in Arbitrarily Shaped Polygons with Arbitrary Reference Point »
27
Exact Electromagnetic Field Excited by a Vertical Magnetic Dipole on the Surface of a Lossy Half-Space
14
Use of a Strongly Nonlinear Gambier Equation for the Construction of Exact Closed Form Solutions of Nonlinear ODEs
25
Exact Closed-Form Solution for Vibration Analysis of Beams Carrying Lumped Masses with Rotary Inertias
18
Asymptotics of rare events in birth–death processes bypassing the exact solutions
12
Closed Form Solutions for Nonuniform Transmission Lines
16
Clones: CLOsed queueing Networks Exact Sampling
6
Accurate Approximations for the Capacity Distribution of OFDM Based Spatial Multiplexing
6
Exact Closed Form Formula for Self Inductance of Conductor of Rectangular Cross Section
12
e) Assuming an integral controller, , determine closed loop transfer function, (f) Assuming an integral controller, , determine the value of so the steady state error for a unit step
7
On the design of external excitations in order to make nonlinear oscillators respond as free oscillators of the same or different type
25
Numerical study of the F model with domain-wall boundaries
14
Multiple solutions of a nonlinear reactive transport model using least square pseudo-spectral collocation method
11
Nonlinear free vibration analysis of clamped circular Fiber Metal Laminated plate
12
Blind image deconvolution using the Sylvester resultant matrix
6