Paperzz
  • Explore Categories
  • Log in
  • Create new account
  1. Catalog
  • technical documentation

  • Science and Nature

  • Religion

  • Health and Medicine

  • Travel

  • Automotive

  • Business and Leadership

  • Design

  • Economy and Finance

  • Education

  • Software and Internet

  • Entertainment and Humor

  • Cooking and Food

  • Government and Nonprofit

  • Lifestyle and Career

  • Real Estate

  • Sports and adventure

  • Crafts and Hobbies

Gallant, A.R.; (1975)Inference for Non-linear models."

Gallant, A.R.; (1975)Inference for Non-linear models."

Gallant, A.R.; (1975)A uniform central limit theorem useful in nonlinear time series regression." Jan. 1978.

Gallant, A.R.; (1975)A uniform central limit theorem useful in nonlinear time series regression." Jan. 1978.

Gallant, A.R.; (1974)The theory of nonlinear regression as it relates to segmented polynomial regressions with estimated join points."

Gallant, A.R.; (1974)The theory of nonlinear regression as it relates to segmented polynomial regressions with estimated join points."

Gallant, A.R.; (1974).Testing a subset of the parameters of a nonlinear regression model."

Gallant, A.R.; (1974).Testing a subset of the parameters of a nonlinear regression model."

Gallant, A.R.; (1973)Seemingly unrelated nonlinear regressions."

Gallant, A.R.; (1973)Seemingly unrelated nonlinear regressions."

Gallant, A.R.; (1973)Nonlinear regression methods."

Gallant, A.R.; (1973)Nonlinear regression methods."

Gallant, A.R.; (1973). "The power of the likelihood ratio test of location in nonlinar regression models."

Gallant, A.R.; (1973). "The power of the likelihood ratio test of location in nonlinar regression models."

Gallant, A.R. and Goebhel, J.J.; (1975)Nonlinear regression with artoregressive errors."

Gallant, A.R. and Goebhel, J.J.; (1975)Nonlinear regression with artoregressive errors."

Gallant, A. Ronald; (1989)On asymptotic normality when the number of regressors increases and the minimum egienvalue of X'X/n decreases."

Gallant, A. Ronald; (1989)On asymptotic normality when the number of regressors increases and the minimum egienvalue of X'X/n decreases."

Gallant, A. Ronald; (1985)Nonlinear Statistical Models. Ch. 8: Nonlinear Simultaneous Equations Models."

Gallant, A. Ronald; (1985)Nonlinear Statistical Models. Ch. 8: Nonlinear Simultaneous Equations Models."

Gallant, A. Ronald; (1985)Nonlinear Statistical Models. Ch 2.: Univariate Nonlinear Regression: Special Situations."

Gallant, A. Ronald; (1985)Nonlinear Statistical Models. Ch 2.: Univariate Nonlinear Regression: Special Situations."

Gallant, A. Ronald; (1976)Confidence regions for the parameters of a non-linear regression model."

Gallant, A. Ronald; (1976)Confidence regions for the parameters of a non-linear regression model."

Gallant, A. Ronald.Nonlinear Statistical Models."

Gallant, A. Ronald.Nonlinear Statistical Models."

Gallant, A. Ronald.Nonlinear Statistical Models, Chap. 6, Multivariate Nonlinear Regression."

Gallant, A. Ronald.Nonlinear Statistical Models, Chap. 6, Multivariate Nonlinear Regression."

Gallant, A. Ronald. Nonlinear Statistical Models. Ch. 1.Univariate Nonlinear Regression."

Gallant, A. Ronald. Nonlinear Statistical Models. Ch. 1.Univariate Nonlinear Regression."

Gallant, A. Ronald, Peter Rossi and G. Tauchen; (1990). "Nonlinear Dynamic Structures."

Gallant, A. Ronald, Peter Rossi and G. Tauchen; (1990). "Nonlinear Dynamic Structures."

Gallant, A. Ronald and H. White; (1989)On learning the derivatives of an unknown mapping with multilayer feedforward networks."

Gallant, A. Ronald and H. White; (1989)On learning the derivatives of an unknown mapping with multilayer feedforward networks."

Gallant, A. R.Unbiased Determination of Production Technologies."

Gallant, A. R.Unbiased Determination of Production Technologies."

Gallant, A. R.A Note on the Interpretation of Polynomial Regressions."

Gallant, A. R.A Note on the Interpretation of Polynomial Regressions."

Gallant, A. R.; (1975).Three stage least squares estimation for a system of simulations, nonlinear, implicit equations."

Gallant, A. R.; (1975).Three stage least squares estimation for a system of simulations, nonlinear, implicit equations."

Gallant, A. R., L. P. Hansen and G. Tauchen; (1989)Using conditional moments of asset payoffes to infer the volatility of intertemporal marginal rates of substitution."

Gallant, A. R., L. P. Hansen and G. Tauchen; (1989)Using conditional moments of asset payoffes to infer the volatility of intertemporal marginal rates of substitution."

  • 1 ...
  • 60
  • 61
  • 62
  • 63
  • 64
  • 65
  • 66
  • 67
  • 68
  • ... 177824

Paperzz.com

  • Explore Categories
  • About Paperzz
  • Contacts

Your Paperzz

  • Log in
  • Create new account

© Copyright 2026 Paperzz

  • About Paperzz
  • DMCA / GDPR
  • Report