What is Conceptual: Definition and 874 Discussions
Conceptual art, also referred to as conceptualism, is art in which the concept(s) or idea(s) involved in the work take precedence over traditional aesthetic, technical, and material concerns. Some works of conceptual art, sometimes called installations, may be constructed by anyone simply by following a set of written instructions. This method was fundamental to American artist Sol LeWitt's definition of conceptual art, one of the first to appear in print:
In conceptual art the idea or concept is the most important aspect of the work. When an artist uses a conceptual form of art, it means that all of the planning and decisions are made beforehand and the execution is a perfunctory affair. The idea becomes a machine that makes the art.
Tony Godfrey, author of Conceptual Art (Art & Ideas) (1998), asserts that conceptual art questions the nature of art, a notion that Joseph Kosuth elevated to a definition of art itself in his seminal, early manifesto of conceptual art, Art after Philosophy (1969). The notion that art should examine its own nature was already a potent aspect of the influential art critic Clement Greenberg's vision of Modern art during the 1950s. With the emergence of an exclusively language-based art in the 1960s, however, conceptual artists such as Art & Language, Joseph Kosuth (who became the American editor of Art-Language), and Lawrence Weiner began a far more radical interrogation of art than was previously possible (see below). One of the first and most important things they questioned was the common assumption that the role of the artist was to create special kinds of material objects.Through its association with the Young British Artists and the Turner Prize during the 1990s, in popular usage, particularly in the United Kingdom, "conceptual art" came to denote all contemporary art that does not practice the traditional skills of painting and sculpture. One of the reasons why the term "conceptual art" has come to be associated with various contemporary practices far removed from its original aims and forms lies in the problem of defining the term itself. As the artist Mel Bochner suggested as early as 1970, in explaining why he does not like the epithet "conceptual", it is not always entirely clear what "concept" refers to, and it runs the risk of being confused with "intention". Thus, in describing or defining a work of art as conceptual it is important not to confuse what is referred to as "conceptual" with an artist's "intention".
Some straightforward problems I have encountered in QM; i'll post them gradually, otherwise it 'd be a little long, thanks
1a) Wave/particle Duality: A quantum wave as stated through Dirac and von Neumann is a probability wave expressed by Schrödinger equation and thus here implying a...
Q. Can the magnitude of the difference of two vectors be ever be greater than the sum of the magnitudes of the two?
Any insights, or answers shall be appreciated...
Thanks
What exactly is the finite difference method and difference equations? I know you work backwards, but could you provide some examples? Also how does the finite difference method involve a grid?
Thanks
If we have a HCl molecule, then we know that the electronegativity of hydrogen is greater than that of chlorine. So in an electric field, the chlorine will be partially negative and the hydrogen will be partially positive: H: \delta + Cl: \delta - . Then why would this have a dipole moment...
Explain why a point on the rim of a tire has an acceleration when the tire is on a car that is moving at a constant linear velocity :cry: :smile: :mad: :uhh: :approve:
A thin rod rotates at a constant angular spped. COnsider the tangential spped of each point on the rod for the case when the axis of rotation is perpendicular to the rod (a) at its center and (b) at one end. Explain for each case whether there are any points on the rod that have the same...
I'm really bad at these because there are multiple answers and I always leave one out. :grumpy:
A projectile is fired from a ship at a distant, floating target. Which of the following statements are true? (There can be more than one correct choice.)
a. The vertical component of the...
1. ON a distant asteroid, a large catapult is used to "throw" chunks of stone into space. COuld such a device be used as a propulsion system to move the asteroid closer to earth? (need help in terms of momentum,impulse, and all that)
what causes sound waves to travel? is it the pressure, or does sound create a vacuum created by air?
Why is it that if you sing at a really high note you can break a glass? Does it have to do something about resonant frequency of the glass?
WHy is a pendulum a good basis for a clock? Is...
We know that energy stored in capacitor=
\int \frac{q}{C} dq = \frac{q^2}{2C} = qV/2
But work done by battery = qV
Where does the other qV/2 go ?
Assume NO resistance in circuit
The potential of the battery does not change with time
Say a mass is suspended vertically from a spring and is in equilibrium.
What is its potential energy? I think its zero because while it has gravitational potential that would allow it to do work downwards, it also has potential energy from the spring upwards. So do these cancel out? It seems...
An engineer wishes to design a curved exit ramp for a toll road in such a way that a car will not have to rely on friction to round the curve without skidding. He does so by banking the road in such a way that the necessary force causing the centripetal acceleration will be supplied by the...
Okay, I guess this is a conceptual problem that I am having with this one. let me explain the problem, firstly:
A sedan rolled off the road and needs to be towed. In order to get the car on the tow bed, it is pulled along an incline of 23.1 dgrees with a chain wrapped around a frictionless...
You do no net work when you walk at a constant speed . Why do you get tired?
Is the force of a tennis racket acting on a tennis ball a conservative force?
A vase falls to the floor and shatters. Is momentum conserved in the collision?What objects needto be taken into account in describing...
I know that Kw is equilibrium constant for water..
but what is Ka and Kb? I Is Ka equilibrium constant for acid and Kb equilibrium constant for Kb? If so how can u find those??
For example..here is an equation
Kw = [OH-][H+] = 1e-14
What is the Ka and the Kb?
Someone told me that...
Since there are so many possible vacuum states in string theory, with many
different possible compactifications and configurations of background
D-branes, should (in your opinions) the "final" non-perturbative string
theory/M-theory restrict it down to a few or even
just one vacuum state or will...
I think I might be confused on some conceptual issues on this problem as I can't really come up with a way to get a numerical answer on anything in this problem. Please help me with any guidance or clarification.
The Problem:
A square (2.3 cm on each side) wire loop lies 9.0 cm away from a...
Hey guys, just a quick question. If you have a pendulum of length L and a bob of mass M, and if you bring the string to a horizontal position and then give the bob a minimal initial speed enabling the pendulum to make a full turn... the maximum kinetic energy of the pendulum will be when it...
Please don't laugh at the following: I am new to multivariable calculus, and just thought of this on the fly:
In single variable calculus, for a function y = f(x) we have the tangent line approximation:
\Delta y \approx \frac{df}{dx} \Delta x
The relation becomes exact in the limit...
Ok, I'm in a calc based physics course. I'm thinking i should have taken conceptual physics first... we did a problem with the velocity of rain drops hitting a car window. The math i could do ok, but i didn't even semi understand the problem. In my mind the rain was going wicked wicked slow...
Why one past?
Quantum theory is very successful in describing bits of matter as clouds (probability distributions).
Ironically, it is the proximity of one cloud to another that constrains the shape and size of each cloud.
These constraints pile one upon another, ultimately constraining...
I'm having problems with solving these nonconservative forces problems. The teach keeps pointing to Wnc=(KE+PE)f - (KE+PE)i
As we use this when there is friction present, I'm totally confused on where the frictional or opposing force is involved when solving. I've basically been ignoring the...
Hi all,
hopefully someone can help me out here:
I'm looking at the Gibbs' method for orbit determination, and I'm losing the conceptual picture in the vector calculations.
I have no problems seeing how D and N point in the W direction (PQW coordinate system), but I'll be damned if I can...