Results 171 to 180 of about 574,284 (242)

Resource Allocation and Trajectory Planning in Integrated Sensing and Communication Enabled UAV-Assisted Vehicular Network. [PDF]

Sensors (Basel)
Song M, Zhang W, Bai J.
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A simple prototype for assessing plant cold hardiness with differential thermal analysis. [PDF]

HardwareX
Butnor JR.
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Axisymmetric adaptive upper-bound finite element limit analysis formulation based on second-order cone programming for bearing capacity of circular footing. [PDF]

PLoS One
Sun R, Cai H, Zhang K.
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High accuracy breast cancer classification with BIRADS and coclustering. [PDF]

PLoS One
Zhou R, Yu X, Wang J.
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An integrated TOPSIS and ARAS method multi-criteria decision-making approach for optimizing investment portfolios using goal programming and genetic algorithm model. [PDF]

Sci Rep
Pisal P, Reddy KK, Kishore J, Jonnalagadda RR, Kumar M, Band G, Joshi BP.   +6 more
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Low-cost electronic DC load module design for battery capacity evaluation. [PDF]

HardwareX
Huynh MN, Lam QM, Truong CT, Nguyen HH, Duong VT.   +4 more
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A computer program for calculating antibody affinity constants

Computer Methods and Programs in Biomedicine, 1988
A program is presented for the calculation of antibody affinity constants which avoids the limitations of graphical plotting of titration data using the Sips or Scatchard equations.
D P, Nelson, W R, Griswold
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Computational complexity via programming languages: constant factors do matter

Acta Informatica, 2000
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ben-Amram, Amir M., Jones, Neil D.
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A set of computer programs to calculate agonist dissociation constants

Journal of Pharmacological Methods, 1989
A series of computer programs have been written to calculate agonist dissociation constants by the method of Parker and Waud (1971). They are faster and less tedious than the manual iterative solutions previously presented, but give comparable results.
D A, Jeffery, K M, MacLeod
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Computer Program for a Double Exponential Equation to Determine Biological Constants

Journal of Pharmaceutical Sciences, 1967
A new computer program in Fortran II (with Format) for the equation, C = a 0 k a V d ( k a − k d ) ⋅ ( e − k d t − e − k a t ) , has been written. This program overcomes the problems of the previous programs published.
W, Lowenthal, B L, Vitsky
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