Violet B. Haas | Academic Influence

Violet B. Haas's AcademicInfluence.com Rankings

Violet B. Haas

Mathematics

#7959

Historical Rank

Applied Mathematics

#513

Historical Rank

Measure Theory

#5960

Historical Rank

mathematics Degrees

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Mathematics

Violet B. Haas's Degrees

Masters Mathematics Stanford University
Bachelors Mathematics California Institute of Technology

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Why Is Violet B. Haas Influential?

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According to Wikipedia, Violet Bushwick Haas was an American applied mathematician specializing in control theory and optimal estimation who became a professor of electrical engineering at Purdue University College of Engineering.

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Violet B. Haas's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Women in scientific and engineering professions (1985) (28)
Reduced order state estimation for linear systems with exact measurements (1983) (19)
Purdue's Junior-Level Control Laboratory with Microprocessors (1981) (9)
A Stability Result for a Third Order Nonlinear Differential Equation (1965) (8)
A duality principle for state estimation with partially noise corrupted measurements (1981) (7)
Minimal-order Wiener filter for a system with exact measurements (1985) (6)
The Singular Steady State Linear Regulator (1982) (6)
ON THE SOLUTION OF OPTIMAL CONTROL PROBLEMS WITH STATE VARIABLE INEQUALITY CONSTRAINTS (1970) (5)
On Normality and Conjugate Point Criteria for Singular Extremals (1975) (5)
Normality and controllability for the problem of bolza (1977) (4)
Synthesis of time-optimal control of a second-order nonlinear process (1969) (4)
Further discussion of "Verification of Aizemańs conjecture for a class of third-order systems" (1963) (4)
Minimal order Wiener filter for a linear system with exact measurements (1984) (3)
On optimal controls having finite order of singularity (1984) (3)
On the singular bolza problem (1977) (3)
An alternate form of the conjugate gradient method for dynamic optimization (1975) (2)
The Clebsch and Jacobi conditions for singular extremals (1978) (2)
Linear-quadratic optimal control revisited (1984) (1)
The linear-quadratic problem for hereditary differential systems with targets in M2 (1981) (0)
IV. ON A NON-LINEAR DIFFERENTIAL EQUATION CONTAINING A SMALL PARAMETER (1956) (0)
We've Come a Long Way, but We're Still Far from Home (1982) (0)
The multivariable singular linear regulator (1976) (0)
Minimal order discrete Wiener filter in the presence of colored measurement noise (1984) (0)
DIFFERENTIAL SYSTEMS WITH TARGETS IN M2 (1981) (0)
Correction to "Positive definiteness of a quadratic functional" (1981) (0)
Positive definiteness of a quadratic functional (1979) (0)
On normality and conjugate points for the optimal control problem (1974) (0)
Response to ‘Comments on “A duality principle for state estimation with partially noise-corrupted measurements”’ (1985) (0)
Singular steady state LQG problems: Estimation and optimization (1982) (0)

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Other Resources About Violet B. Haas

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What Schools Are Affiliated With Violet B. Haas?

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