If civil commitment proceedings follow, the evaluation is presented in a formal court hearing where testimony and other evidence may also be submitted.

If found to not ever become competent for trial, they will be evaluated via a Jackson hearing for possible continued commitment to protect the public.

If psychologists ’ ethical responsibilities conflict with law, regulations, or other governing legal authority, psychologists clarify the nature of the conflict, make known their commitment to the Ethics Code and take reasonable steps to resolve the conflict consistent with the General Principles and Ethical Standards of the Ethics Code.

If the demands of an organization with which psychologists are affiliated or for whom they are working are in conflict with this Ethics Code, psychologists clarify the nature of the conflict, make known their commitment to the Ethics Code, and take reasonable steps to resolve the conflict consistent with the General Principles and Ethical Standards of the Ethics Code.

If ontological commitment is thought of as a matter of the ontological costs of a theory, then it is possible that a sentence may be ontologically committed to an entity even though competent speakers of the language do not recognize the sentence as asserting the existence of that entity.

If the Crown demonstrates commitment to this process of redress, it will expect reconciliation to result.

Not If He Can Help It ”, featured the school and Paul Petzoldt for his commitment to the school in December 1969.

The two speeches declared Australia's commitment to follow Britain into World War I, with Fisher declaring " Australia will stand by the mother country to our last man and our last shilling " and Cook's famous reiteration that " If the old country is at war, so are we.

If the commitment scheme is a good one, Bob cannot skew the results.

If the caller uses a rising pitch at the end of every turn, it might represent a lack of commitment ; the recipient's use of a rising pitch indicates doubt or desire for clarification.

Despite his previous pacifist commitment, he resigned from War Resisters ' International, explaining that he was " faced by this fact: If I were in Spain at this moment I should be fighting with the workers against the Fascists forces.

If a member makes a purchase, the store unconditionally refunds 40 % of its commitment to the member ; another 40 % is refunded if community service dollars are used, and contributed to NPOs if

If people lack commitment to goals, they lack motivation to reach them.

He was blunt: “ The hour for conciliation is past ; the gathering for battle is at hand, and the country requires that every man shall do his duty .” He affirmed his own willingness to take up arms: “ If Providence shall will it, this feeble hand shall draw a sword, never yet dishonored, not to fight for honor on a foreign field, but for country, for home, for law, for government, for Constitution, for right, for freedom, for humanity .” The following day, he met with 200 men from California who wanted to form a regiment that would symbolize the commitment of the West Coast to the Union cause.

If the person has not done so previously, after a year's probation they make a simple commitment of their lives to the monastery, which is received by the superior in the presence of the whole community.

If people are selected to do a task, preferably after expressing an interest or willingness to do it, they have made a commitment which cannot easily be ignored.

If the provincial government decides to honor its commitment for another 5-8 years, it will cost a total of 11. 7 billion yuan in grain and cash subsidies.

If the team was busy with a game with another team or with a community social event, then a verbal commitment was made to play the next available weekend.

If A is the major axis of an ellipsoid and B and C are the other two axes, the radius of curvature in the ab plane at the end of the axis Af, and the difference in pressure along the A and B axes is Af.

If the vertex is at Af, and if the interior of C is on the left as one moves in the direction of increasing t, then every such corner can be found from the curve obtained by rotating C clockwise through 90-degrees about the vertex.

If, for example, a string sounds the note C when plucked, a string twice as long will sound the same note an octave lower.

If F is an antiderivative of f, and the function f is defined on some interval, then every other antiderivative G of f differs from F by a constant: there exists a number C such that G ( x ) = F ( x ) + C for all x.

Some authors require in addition that μ ( C ) < ∞ for every compact set C. If a Borel measure μ is both inner regular and outer regular, it is called a regular Borel measure.

If F and G are ( covariant ) functors between the categories C and D, then a natural transformation η from F to G associates to every object X in C a morphism in D such that for every morphism in C, we have ; this means that the following diagram is commutative:

If one statement is true in a category C then its dual will be true in the dual category C < sup > op </ sup >.

If is an outward pointing in-plane normal, whereas is the unit vector perpendicular to the plane ( see caption at right ), then the orientation of C is chosen so that a tangent vector to C is positively oriented if and only if forms a positively oriented basis for R < sup > 3 </ sup > ( right-hand rule ).

If the ideals A and B of R are coprime, then AB = A ∩ B ; furthermore, if C is a third ideal such that A contains BC, then A contains C. The Chinese remainder theorem is an important statement about coprime ideals.

If we assume the controller C, the plant P, and the sensor F are linear and time-invariant ( i. e., elements of their transfer function C ( s ), P ( s ), and F ( s ) do not depend on time ), the systems above can be analysed using the Laplace transform on the variables.

If φ is C < sup > k </ sup >, then the inhomogeneous equation is explicitly solvable in any bounded domain D, provided φ is continuous on the closure of D. Indeed, by the Cauchy integral formula,

* If ƒ ( z ) is locally integrable in an open domain Ω ⊂ C, and satisfies the Cauchy – Riemann equations weakly, then ƒ agrees almost everywhere with an analytic function in Ω.

If X is a topological space and M is a complete metric space, then the set C < sub > b </ sub >( X, M ) consisting of all continuous bounded functions ƒ from X to M is a closed subspace of B ( X, M ) and hence also complete.

If we look for solutions that have the form, where C is a constant, we discover the relationship, and thus must be one of the complex numbers or.

If only layer C changes, we should find a way to avoid re-blending all of the layers when computing F. Without any special considerations, four full-image blends would need to occur.

The well-known historian of physics, C. P. Snow, says about him, " If Fermi had been born a few years earlier, one could well imagine him discovering Rutherford's atomic nucleus, and then developing Bohr's theory of the hydrogen atom.

If the rake angle **yc of the knife is high enough and the friction angle **yt between the front of the knife and the back of the chip is low enough to give a positive value for Af, the resultant vector R will lie above the plane of the substrate.

If she chose, and in that final decision discarded, what, above all, all of us value, life itself, must she not have risen to her fullest height, and transcending her murky self, felt at last the passion of a great moral decision??

* If it is required to use a single number X as an estimate for the value of numbers, then the arithmetic mean does this best, in the sense of minimizing the sum of squares ( x < sub > i </ sub > − X )< sup > 2 </ sup > of the residuals.

If you move them toward the beam, you count their value.

If you move away, you don't count their value.

If an alpha channel is used in an image, it is common to also multiply the color by the alpha value, to save on additional multiplications during compositing.

If the minimum legal value for every index is 0, then B is the address of the element whose indices are all zero.

If the function R is well-defined, its value must lie in the range, with 1 indicating perfect correlation and − 1 indicating perfect anti-correlation.

* If the operation is associative, ( ab ) c = a ( bc ), then the value depends only on the tuple ( a, b, c ).

* If the operation is commutative, ab = ba, then the value depends only on

If the hand value exceeds 21 points, it busts, and all bets on it are immediately forfeit.

* Split ( only available as first decision of a hand ): If the first two cards have the same value, the player can split them into two hands, by moving a second bet equal to the first into an area outside the betting box of the original bet.

If X is a Banach space and K is the underlying field ( either the real or the complex numbers ), then K is itself a Banach space ( using the absolute value as norm ) and we can define the continuous dual space as X ′ = B ( X, K ), the space of continuous linear maps into K.

If a node has fewer than two children, some of the child pointers may be set to a special null value, or to a special sentinel node.

If the opponent drops the doubled stakes, he loses the game at the current value of the doubling cube.

If a house or car is above a certain value, the bankrupt can buy the interest back from the estate in order to keep the asset.

If a mutual is large, or is expected to grow if it can raise capital by a conversion, its managers derive more value from a conversion but do not suffer much loss of perks than if the bank were small.

If the shooter " hits " the point value again ( any value of the dice that sum to the point will do ; the shooter doesn't have to exactly repeat the value combination of the come-out roll ) before rolling a seven, the Pass line wins and a new round starts, usually with the dice staying with the current shooter.

If the roll is any other value, it establishes a point ; if that point is rolled again before a seven, the bet wins.

If is any unit vector, the projection of the curl of F onto is defined to be the limiting value of a closed line integral in a plane orthogonal to as the path used in the integral becomes infinitesimally close to the point, divided by the area enclosed.

If its value is 127 and it is instructed to add one, the computer can not store the number 128 in that space.

If, i. e., it has a large norm with each value of s, and if, then Y ( s ) is approximately equal to R ( s ) and the output closely tracks the reference input.

If the rich man is to be saved, all he must do is to follow the two commandments, and while material wealth is of no value to God, it can be used to alleviate the suffering of our neighbor.