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Guided search: an alternative to the Feature Integration Model for visual search
 Journal of Experimental Psychology: Human Perception & Performance
, 1989
"... Subjects searched sets of items for targets defined by conjunctions of color and form, color and orientation, or color and size. Set size was varied and reaction times (RT) were measured. For many unpracticed subjects, the slopes of the resulting RT x Set Size functions are too shallow to be consist ..."
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Cited by 398 (25 self)
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Subjects searched sets of items for targets defined by conjunctions of color and form, color and orientation, or color and size. Set size was varied and reaction times (RT) were measured. For many unpracticed subjects, the slopes of the resulting RT x Set Size functions are too shallow
A Method for enforcing integrability in shape from shading algorithms
 IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE
, 1988
"... Several recently developed techniques for reconstructing surface shape from shading information estimate surface slopes without ensuring that they are integrable. This paper presents an approach for enforcing integrability, a particular implementation of the approach, an example of its application ..."
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Cited by 284 (6 self)
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Several recently developed techniques for reconstructing surface shape from shading information estimate surface slopes without ensuring that they are integrable. This paper presents an approach for enforcing integrability, a particular implementation of the approach, an example of its
• LIN Bus Integrated Slope Control • EMC Reduced LED Modulation Mode
"... The NCV7430 is a single−chip RGB driver intended for dedicated multicolor LED applications. The RGB LED driver contains a LIN interface (slave) for parametric programming of LED color and intensity. The device receives instructions through the LIN bus and subsequently drives the LEDs independently. ..."
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The NCV7430 is a single−chip RGB driver intended for dedicated multicolor LED applications. The RGB LED driver contains a LIN interface (slave) for parametric programming of LED color and intensity. The device receives instructions through the LIN bus and subsequently drives the LEDs independently. The NCV7430 acts as a slave on the LIN bus and the master can request specific status information (parameter values and error flags). The LIN address of the NCV7430 can be programmed in the internal memory of the device. The NCV7430 is fully compatible with automotive requirements.
H.J.: All integral slopes can be Seifert fibered slopes for hyperbolic knots
 Algebr. Geom. Topol
, 2005
"... Abstract Which slopes can or cannot appear as Seifert fibered slopes for hyperbolic knots in the 3sphere S3? It is conjectured that if rsurgery on a hyperbolic knot in S3 yields a Seifert fiber space, then r is an integer. We show that for each integer n ∈ Z, there exists a tunnel number one, hype ..."
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Cited by 2 (1 self)
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Abstract Which slopes can or cannot appear as Seifert fibered slopes for hyperbolic knots in the 3sphere S3? It is conjectured that if rsurgery on a hyperbolic knot in S3 yields a Seifert fiber space, then r is an integer. We show that for each integer n ∈ Z, there exists a tunnel number one
slope (
"... is useful for assessing the adverse effects of respiratory exposures and pulmonary diseases. Investigators seek to estimate the “true ” mean FEV 1 ..."
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is useful for assessing the adverse effects of respiratory exposures and pulmonary diseases. Investigators seek to estimate the “true ” mean FEV 1
Slope
, 2008
"... Final SOP for HPLC based analysis of cell bound and dissolved nodularin in natural watersTechneau, 08. ..."
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Final SOP for HPLC based analysis of cell bound and dissolved nodularin in natural watersTechneau, 08.
Sidewinding on Slopes
"... Abstract — Sidewinding is an efficient translation gait used by snakes over flat ground. When implemented on snake robots, it retains its general effectiveness, but becomes unstable on sloped surfaces. Flattening the sidewinding motion along the surface to provide a more stable base corrects for thi ..."
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Cited by 3 (3 self)
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Abstract — Sidewinding is an efficient translation gait used by snakes over flat ground. When implemented on snake robots, it retains its general effectiveness, but becomes unstable on sloped surfaces. Flattening the sidewinding motion along the surface to provide a more stable base corrects
WHERE THE SLOPES ARE
, 2000
"... Let N be a positive integer (the “level”) and k ≥ 2 be an integer (the “weight”). Let Sk(N, C) denote the finitedimensional Cvector space of cuspidal modular forms of weight k and trivial character on Γ0(N) defined over C. Elements f ∈ Sk(N, C) can be specified by giving their Fourier expansions f ..."
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Cited by 1 (0 self)
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Let N be a positive integer (the “level”) and k ≥ 2 be an integer (the “weight”). Let Sk(N, C) denote the finitedimensional Cvector space of cuspidal modular forms of weight k and trivial character on Γ0(N) defined over C. Elements f ∈ Sk(N, C) can be specified by giving their Fourier expansions f = a1q + a2q 2 ∞∑ + · · · = anq n, where q = e 2πiz and z is in the complex upper halfplane. This expansion is sometimes described as “the qexpansion at infinity ” of the modular form f. There exists a natural basis of Sk(N, C) consisting of forms all of whose Fourier coefficients are in fact rational. We denote the Qvector space spanned by this basis by Sk(N, Q). Note that then we have n=0 Sk(N, C) = Sk(N, Q) ⊗ C. For each prime number p which does not divide N there is a linear operator Tp acting on Sk(N, C), known as the pth Hecke operator. (In fact, the Tp stabilize Sk(N, Q).) A modular form which is an eigenvector for all of these linear operators simultaneously is called an eigenform; the space Sk(N, C) has a basis made up of eigenforms, and the Fourier coefficients of these eigenforms can be normalized (by requiring a1 = 1) to belong to a finite extension of Q. The eigenvalues of the Tp operator encode significant arithmetic information about the modular form and various other objects which can be attached to it (for example, a Galois representation). In our setting, the eigenvalue of Tp acting on an eigenform f ∈ Sk(N, Cp) is a totally real algebraic number whose absolute value (with respect to any embedding of Q into C) is between −2p (k−1)/2 and 2p (k−1)/2. If we normalize the eigenvalues by dividing by p (k−1)/2, the normalized eigenvalues are real numbers in the interval [−2, 2], and we can ask about their distribution in that interval. The SatoTate Conjecture, still very
Design of Wide Band Digital Integrator Using Slope Matching
"... Abstract — In this research work, we propose finite impulse response (FIR) approximation of a digital integrator using a simple nonrecursive technique. A small segment, 0 ≤ ω ≤ ω p is modified to take into account the discontinuity in the frequency response of an ideal integrator at the origin. Fro ..."
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. From ω p to π, the response is that of an ideal integrator. Slope matching is done at ω p between the two segments to avoid oscillations due to Gibb’s phenomenon. The magnitude response of proposed integrator approximates the ideal integrator reasonably well over a wide frequency range.
Results 1  10
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