bernstein ( 1967 ) identified the degrees of freedom problem  the notion that the large number of independently controllable movement system df poses a computational burden to the cns ( turvey et al .
bernstein 's solution ( see also gelfand and tsetlin , 1966 ; turvey et al . , 1978 ; tuller et al . , 1982 ) was that rather than controlling each df separately , the df are coupled to form a synergy , enabling the df to regulate each other .
this reduces the need to control each df , and allows compensation for variability in one component of the synergy by another .
is expressed in figure 1 ( kay , 1988 ; riley and turvey , 2002 ) .
df that potentially are independent are coupled so that the synergy has fewer df ( possesses a lower dimensionality ) than the set of components from which it arises .
the behavior of the synergy has even fewer df , a second level of dimensional compression as one moves from structural components to the behavior enacted by the interactions among the df .
dimensional compression at both stages results from imposing constraints , which couple components so they change together rather than independently .
dynamical systems approaches have emphasized dimensional compression ( kugler et al . , 1980 ; kugler and turvey , 1987 ; kay , 1988 ; turvey , 1990 ; turvey and carello , 1996 ) .
dimensional compression occurs in self - organization ( nicolis and prigogine , 1977 ) and features prominently in synergetics ( haken , 1983 ) , a theory of self - organization that describes how systems of many non - linearly interacting , micro - scale components exhibit low - dimensional spatio - temporal patterns .
interactions among micro - components give rise to the macroscopic pattern , which then constrains the behavior of the micro - components to sustain the pattern .
coordination dynamics ( kelso , 1995 ) applies synergetics to describe how micro - scale neuromuscular processes give rise to macroscopic movement patterns . in interlimb rhythmic coordination ( synchronized oscillations of body segments , such as the rhythmic patterns of walking legs ) ,
the order parameter relative phase ( the difference in the segments oscillation phases ) captures the low - dimensional behavior that arises from the high - dimensional neuromuscular system .
relative phase describes the spatiotemporal pattern of rhythmic coordination and the changes in coordination that occur in response to manipulations of control parameters ( e.g. , movement frequency ) .
the dynamics of relative phase are understood to reflect the behavior of a synergy ( kelso , 1994 ; turvey and carello , 1996 ) .
dimensional compression is a necessary but insufficient condition for the existence of a synergy ( latash , 2008 ) .
the second and more critical characteristic of synergies , reciprocal compensation , refers to the ability of one component of a synergy to react to changes in others .
a classic example occurs when one effector is perturbed during speech ( kelso et al . , 1984 ) .
when the lower jaw was tugged downward , it was quickly compensated by a reciprocal change ( the lower lip extended upward ) that enabled the speaker to complete pronunciation of the sound .
reciprocal compensation is central to the uncontrolled manifold ( ucm ) approach ( scholz and schner , 1999 ; latash et al . , 2002 ) .
this approach assumes that coordinated movement is achieved by stabilizing the value of a performance variable ( such as a value of relative phase corresponding to an interlimb coordination pattern ) . in doing so ,
a subspace ( i.e. , manifold ) is created within a state space of task - relevant elements ( the df that participate in the task , for example the angular positions and velocities of two oscillating limbs ) , such that within the subspace the value of the performance variable remains constant .
component values that do not lead to desired values of the performance variable ( values outside the ucm ) are restricted , whereas values that do not affect the performance variable ( those within the ucm ) are allowed .
. , 2002 ) is using two fingers to produce a total force of , for example , 10  n. this target can be achieved by producing 5  n of force with each finger , or by pressing unequally hard with the fingers but so that the total force is 10  n ( e.g. , one finger produces 9  n and the other produces 1  n , or one produces 7  n while the other produces 3  n , etc . ) .
if the force produced by each finger is plotted on orthogonal axes , the ucm is a subspace of the resulting plane , a line corresponding to forcefinger 1  +  forcefinger 2  =  10  n. as long as performance falls along the ucm , the target force is achieved as one finger compensates for the other . in the ucm analysis the hypothesized stabilization of a performance variable is evaluated by computing two quantities .
the first , variance along the ucm , measures the extent to which variability among the df is compensated to preserve the performance variable .
variance perpendicular to the ucm measures uncompensated variability that causes the performance variable to deviate from the target .
while the individual variance components are often informative , their ratio provides a compact measure of the existence and strength of a synergy .
if compensated variance is greater than uncompensated variance ( ratio  >  1 ) , the hypothesized performance variable is stabilized by compensation among the df 
the higher the ratio , the greater the amount of compensated variance , suggesting a stronger synergy ( depending on the magnitude of uncompensated variance ) .
1987 ) is expressed in figure 1 ( kay , 1988 ; riley and turvey , 2002 ) .
df that potentially are independent are coupled so that the synergy has fewer df ( possesses a lower dimensionality ) than the set of components from which it arises .
the behavior of the synergy has even fewer df , a second level of dimensional compression as one moves from structural components to the behavior enacted by the interactions among the df .
dimensional compression at both stages results from imposing constraints , which couple components so they change together rather than independently .
, 1980 ; kugler and turvey , 1987 ; kay , 1988 ; turvey , 1990 ; turvey and carello , 1996 ) .
dimensional compression occurs in self - organization ( nicolis and prigogine , 1977 ) and features prominently in synergetics ( haken , 1983 ) , a theory of self - organization that describes how systems of many non - linearly interacting , micro - scale components exhibit low - dimensional spatio - temporal patterns .
interactions among micro - components give rise to the macroscopic pattern , which then constrains the behavior of the micro - components to sustain the pattern .
coordination dynamics ( kelso , 1995 ) applies synergetics to describe how micro - scale neuromuscular processes give rise to macroscopic movement patterns . in interlimb rhythmic coordination ( synchronized oscillations of body segments , such as the rhythmic patterns of walking legs ) ,
the order parameter relative phase ( the difference in the segments oscillation phases ) captures the low - dimensional behavior that arises from the high - dimensional neuromuscular system .
relative phase describes the spatiotemporal pattern of rhythmic coordination and the changes in coordination that occur in response to manipulations of control parameters ( e.g. , movement frequency ) .
the dynamics of relative phase are understood to reflect the behavior of a synergy ( kelso , 1994 ; turvey and carello , 1996 ) .
dimensional compression is a necessary but insufficient condition for the existence of a synergy ( latash , 2008 ) .
the second and more critical characteristic of synergies , reciprocal compensation , refers to the ability of one component of a synergy to react to changes in others .
a classic example occurs when one effector is perturbed during speech ( kelso et al . , 1984 ) .
when the lower jaw was tugged downward , it was quickly compensated by a reciprocal change ( the lower lip extended upward ) that enabled the speaker to complete pronunciation of the sound .
reciprocal compensation is central to the uncontrolled manifold ( ucm ) approach ( scholz and schner , 1999 ; latash et al . , 2002 ) .
this approach assumes that coordinated movement is achieved by stabilizing the value of a performance variable ( such as a value of relative phase corresponding to an interlimb coordination pattern ) . in doing so ,
a subspace ( i.e. , manifold ) is created within a state space of task - relevant elements ( the df that participate in the task , for example the angular positions and velocities of two oscillating limbs ) , such that within the subspace the value of the performance variable remains constant .
component values that do not lead to desired values of the performance variable ( values outside the ucm ) are restricted , whereas values that do not affect the performance variable ( those within the ucm ) are allowed .
2002 ) is using two fingers to produce a total force of , for example , 10  n. this target can be achieved by producing 5  n of force with each finger , or by pressing unequally hard with the fingers but so that the total force is 10  n ( e.g. , one finger produces 9  n and the other produces 1  n , or one produces 7  n while the other produces 3  n , etc . ) . if the force produced by each finger is plotted on orthogonal axes , the ucm is a subspace of the resulting plane , a line corresponding to forcefinger 1  +  forcefinger 2  =  10  n. as long as performance falls along the ucm , the target force is achieved as one finger compensates for the other . in the ucm analysis the hypothesized stabilization of a performance variable is evaluated by computing two quantities . the first , variance along the ucm , measures the extent to which variability among the df is compensated to preserve the performance variable .
variance perpendicular to the ucm measures uncompensated variability that causes the performance variable to deviate from the target . while the individual variance components are often informative , their ratio provides a compact measure of the existence and strength of a synergy .
if compensated variance is greater than uncompensated variance ( ratio  >  1 ) , the hypothesized performance variable is stabilized by compensation among the df 
the higher the ratio , the greater the amount of compensated variance , suggesting a stronger synergy ( depending on the magnitude of uncompensated variance ) .
apparent interpersonal coordination could be merely incidental ( figure 2a )  rather than reflecting true coordination , with the signatures of dimensional compression and reciprocal compensation , people may appear to coordinate their movements because they simultaneously execute similar motor programs , mediated by shared motor representations ( garrod and pickering , 2004 , 2009 ; sebanz et al . , 2006 ) .
the studies described below contradict this alternative hypothesis and instead support the interpersonal synergy hypothesis ( see figure 2b ) .
one study applied the ucm analysis to interpersonal rhythmic movement coordination ( black et al . , 2007 ) and another applied principal component analysis ( pca ) to performance of an interpersonal precision task ( ramenzoni , 2008 ) .
each actor assembles a synergy that achieves the movement pattern required by the actor 's role in the task . because actors share similar representations of the task they are able to execute similar but independent movement patterns without demonstrating the reciprocal compensation that characterizes synergies .
( b ) hypothetical mechanism for interpersonal coordination that involves the formation of a joint or interpersonal synergy , composed of elements of each actor 's movement system .
( 2007 ) and ramenzoni ( 2008 ) because they directly address dimensional compression and reciprocal compensation .
for example , condon and ogston ( 1971 ) hand - scored videotapes of interpersonal interactions to determine when conversants spoke relative to one another .
cohn and tronick ( 1988 ) evaluated when similar affect was exhibited by interacting mothers and children .
( 1977 , 1987 ) quantified interpersonal coordination by hand - scoring joint - angle changes in videos of interacting participants .
the degree of overall joint - angle change over time was submitted to spectral analysis to capture movement periodicity , and the spectral profiles were compared using coherence analysis to evaluate how similar two 
the methodology of these studies does not allow for direct evaluation of the interpersonal synergy hypothesis , although the processes of interpersonal coordination they documented is consistent with that hypothesis .
programmatic studies on interpersonal rhythmic coordination ( reviewed by schmidt and richardson , 2008 ) have also produced evidence for interpersonal synergies .
coordination of rhythmically moving limbs between two individuals exhibits the same phenomena observed within individuals and predicted by the hkb model of interlimb rhythmic coordination ( haken et al . , 1985 )  the existence of two spontaneously stable coordination patterns ( in - phase and anti - phase ) , transitions from anti - phase to in - phase at a critical movement frequency , critical fluctuations ( increases in movement variability ) preceding the transition , and a shift in the phase relation between oscillating segments when coordinating segments with different intrinsic frequencies ( schmidt et al . , 1990 ;
these findings are important because according to the dynamical systems perspective , intrapersonal interlimb rhythmic coordination is a paradigmatic synergy ( e.g. , kugler and turvey , 1987 ; turvey , 1990 ; kelso , 1995 ; turvey and carello , 1996 ) .
this raises the possibility that interpersonal coordination likewise reflects the activity of a synergy supported by visual coupling of the actors df ( schmidt and richardson , 2008 ; marsh et al .
the first study we discuss ( ramenzoni , 2008 ) involved pairs of participants performing an interpersonal precision task .
one participant held a target ( a circle ) , while another held a pointer through the circle without touching its sides ( figure 3a ) .
preliminary results showed that with greater task difficulty participants hand and torso movements became increasingly coordinated ( as quantified by cross - recurrence quantification analysis 
crqa ; webber and zbilut , 1994 ; shockley et al . , 2002 ; shockley , 2005 ; richardson et al . , 2007 ) .
crqa quantifies the degree of shared activity between two time series by evaluating how they unfold similarly over time in a multi - dimensional ( embedding ) space .
the proportion of body configurations shared between the time series ( an overall measure of coordination ) and how long they maintain similar patterns ( how stable the coordination is ) are among the crqa measures ( see webber and zbilut , 1994 ) .
( a ) depiction of the individual- ( left ) and interpersonal- ( right ) task conditions from ramenzoni ( 2008 ) .
( b ) time series of the data projected onto the intrapersonal principle components from the individual ( left ) and interpersonal - task ( right ) conditions .
the striking coordination in the interpersonal - task condition was confirmed by cross - recurrence quantification analysis , which revealed a greater degree and higher stability of coupling in that condition .
displacements of participants hands , forearms , arms , and torsos were tracked in 3-d as they performed the interpersonal task or performed the subtasks ( pointing , holding the target ) without interacting with each other in an individual - task condition .
pca identifies relations within high - dimensional datasets and maps the original data into a space whose axes ( principal components ) represent the dataset 's primary dimensions of variation ( daffertshofer et al . , 2004 ;
those dimensions can be abstract and need not map directly onto the original dataset 's dimensions .
fewer dimensions are required to account for most of the variation in the dataset ( a criterion of 90% of the variance was employed in this study ) than the number of original variables .
vectors consisting of 12 displacement time series ( 4 body segments    3 spatial dimensions ) were submitted to pca to identify the principal dimensions or modes of variation for each participant .
for both individual- and interpersonal - task conditions six components were required to account for 90% of the variance in the original dataset  a two - fold dimensional reduction .
we then projected each participant 's movements onto the participant 's first principal component , creating a new variable that expressed change over time along the dimension of primary variation ( figure 3b ) .
crqa revealed a significantly greater degree of coordination as well as significantly more stable coordination between the principal components for the interpersonal- than individual - task condition .
data from both participants  a 24-dimensional vector ( 2 participants    4 body segments    3 spatial dimensions )  were submitted to a second pca . for the individual - task condition six components accounted for 90% of the variance , but for the interpersonal - task condition
additionally , the first component accounted for significantly more variance in the interpersonal- than the individual - task condition .
. however , pca can not provide unequivocal evidence for the existence of synergies , because it does not directly measure reciprocal compensation ( latash , 2008 ) .
2007 ) used the ucm approach to determine whether interpersonal coordination involves dimensional compression and reciprocal compensation .
they had participants oscillate a hand - held pendulum ( kugler and turvey , 1987 ) in each hand ( intrapersonal coordination ) at a metronome - specified frequency to produce relative phase patterns corresponding to in - phase (     0 ) or anti - phase (     180 ) , and had two participants , each holding a pendulum in one hand ( interpersonal coordination ) , produce the same patterns .
2007 ) treated  as the performance variable ( with desired values of 0 or 180 for in - phase and anti - phase , respectively ) , and the position and velocity of each hand as component  df .
those variables determine each hand 's phase angle  the point of the oscillating hand in its ever - repeating movement cycle  and  is the difference between the two hands phase angles .
the ucm analysis thus quantified how variation in the position and velocity of each hand was structured ( or not ) to preserve the goal  value . in all cases
the ratio of compensated to uncompensated variance was > 1 , indicating the presence of synergies for intrapersonal and interpersonal coordination .
dimensional compression occurred because a lower dimensional variable ,  , was selectively stabilized via reciprocal compensation among the components .
ratios were higher for intrapersonal ( mean  =  2.71 ) than interpersonal ( mean  =  1.995 ) coordination , paralleling findings of greater coupling strength for intrapersonal coordination ( schmidt et al . , 1998 ;
the similitude between interpersonal and intrapersonal coordination was further reinforced because other manipulations , such as whether subjects were instructed to produce in - phase or anti - phase movement patterns , produced the same effects for interpersonal as for intrapersonal coordination [ ratio was higher for in - phase ( intrapersonal : 3.78 ; interpersonal : 2.31 ) than antiphase ( intrapersonal : 1.64 ; interpersonal : 1.68 ) ] .
it could be argued that the existence of stable relative phase modes already provided evidence for synergies in interpersonal rhythmic coordination , at least insofar as this evidences dimensional compression .
however , an observed stable value of  is mute regarding whether  is selectively stabilized through synergistic compensations .
no specific value of  identifies the existence of a synergy , and neither a change in the mean nor the standard deviation of  indicates a change in synergy strength .
the black et al . ( 2007 ) results provide direct evidence for interpersonal synergies .
they were weaker than intrapersonal synergies , but nonetheless exhibited reciprocal compensation and dimensional compression .
the findings suggest synergies are not hard - wired features of an actor 's neuromuscular system , but instead they are emergent properties of perception  action systems that are linked together informationally ( in the case of interpersonal coordination , the informational linkage was visual ) .
the first study we discuss ( ramenzoni , 2008 ) involved pairs of participants performing an interpersonal precision task .
one participant held a target ( a circle ) , while another held a pointer through the circle without touching its sides ( figure 3a ) .
preliminary results showed that with greater task difficulty participants hand and torso movements became increasingly coordinated ( as quantified by cross - recurrence quantification analysis 
crqa ; webber and zbilut , 1994 ; shockley et al . , 2002 ; shockley , 2005 ; richardson et al . , 2007 ) .
crqa quantifies the degree of shared activity between two time series by evaluating how they unfold similarly over time in a multi - dimensional ( embedding ) space .
the proportion of body configurations shared between the time series ( an overall measure of coordination ) and how long they maintain similar patterns ( how stable the coordination is ) are among the crqa measures ( see webber and zbilut , 1994 ) .
( a ) depiction of the individual- ( left ) and interpersonal- ( right ) task conditions from ramenzoni ( 2008 ) .
( b ) time series of the data projected onto the intrapersonal principle components from the individual ( left ) and interpersonal - task ( right ) conditions .
the striking coordination in the interpersonal - task condition was confirmed by cross - recurrence quantification analysis , which revealed a greater degree and higher stability of coupling in that condition .
displacements of participants hands , forearms , arms , and torsos were tracked in 3-d as they performed the interpersonal task or performed the subtasks ( pointing , holding the target ) without interacting with each other in an individual - task condition .
pca identifies relations within high - dimensional datasets and maps the original data into a space whose axes ( principal components ) represent the dataset 's primary dimensions of variation ( daffertshofer et al . , 2004 ; forner - cordero et al . ,
those dimensions can be abstract and need not map directly onto the original dataset 's dimensions .
fewer dimensions are required to account for most of the variation in the dataset ( a criterion of 90% of the variance was employed in this study ) than the number of original variables .
vectors consisting of 12 displacement time series ( 4 body segments    3 spatial dimensions ) were submitted to pca to identify the principal dimensions or modes of variation for each participant .
for both individual- and interpersonal - task conditions six components were required to account for 90% of the variance in the original dataset  a two - fold dimensional reduction .
we then projected each participant 's movements onto the participant 's first principal component , creating a new variable that expressed change over time along the dimension of primary variation ( figure 3b ) .
crqa revealed a significantly greater degree of coordination as well as significantly more stable coordination between the principal components for the interpersonal- than individual - task condition .
data from both participants  a 24-dimensional vector ( 2 participants    4 body segments    3 spatial dimensions )  were submitted to a second pca . for the individual - task condition six components accounted for 90% of the variance , but for the interpersonal - task condition there was greater dimensional reduction and just four components were required .
additionally , the first component accounted for significantly more variance in the interpersonal- than the individual - task condition .
however , pca can not provide unequivocal evidence for the existence of synergies , because it does not directly measure reciprocal compensation ( latash , 2008 ) .
black et al . ( 2007 ) used the ucm approach to determine whether interpersonal coordination involves dimensional compression and reciprocal compensation .
they had participants oscillate a hand - held pendulum ( kugler and turvey , 1987 ) in each hand ( intrapersonal coordination ) at a metronome - specified frequency to produce relative phase patterns corresponding to in - phase (     0 ) or anti - phase (     180 ) , and had two participants , each holding a pendulum in one hand ( interpersonal coordination ) , produce the same patterns .
black et al . ( 2007 ) treated  as the performance variable ( with desired values of 0 or 180 for in - phase and anti - phase , respectively ) , and the position and velocity of each hand as component  df .
those variables determine each hand 's phase angle  the point of the oscillating hand in its ever - repeating movement cycle  and  is the difference between the two hands phase angles .
the ucm analysis thus quantified how variation in the position and velocity of each hand was structured ( or not ) to preserve the goal  value . in all cases
the ratio of compensated to uncompensated variance was > 1 , indicating the presence of synergies for intrapersonal and interpersonal coordination .
dimensional compression occurred because a lower dimensional variable ,  , was selectively stabilized via reciprocal compensation among the components .
ratios were higher for intrapersonal ( mean  =  2.71 ) than interpersonal ( mean  =  1.995 ) coordination , paralleling findings of greater coupling strength for intrapersonal coordination ( schmidt et al . , 1998 ;
the similitude between interpersonal and intrapersonal coordination was further reinforced because other manipulations , such as whether subjects were instructed to produce in - phase or anti - phase movement patterns , produced the same effects for interpersonal as for intrapersonal coordination [ ratio was higher for in - phase ( intrapersonal : 3.78 ; interpersonal : 2.31 ) than antiphase ( intrapersonal : 1.64 ; interpersonal : 1.68 ) ] .
it could be argued that the existence of stable relative phase modes already provided evidence for synergies in interpersonal rhythmic coordination , at least insofar as this evidences dimensional compression .
however , an observed stable value of  is mute regarding whether  is selectively stabilized through synergistic compensations .
no specific value of  identifies the existence of a synergy , and neither a change in the mean nor the standard deviation of  indicates a change in synergy strength .
the black et al . ( 2007 ) results provide direct evidence for interpersonal synergies .
they were weaker than intrapersonal synergies , but nonetheless exhibited reciprocal compensation and dimensional compression .
the findings suggest synergies are not hard - wired features of an actor 's neuromuscular system , but instead they are emergent properties of perception  action systems that are linked together informationally ( in the case of interpersonal coordination , the informational linkage was visual ) .
the evidence reviewed here is consistent with claims that movement system df residing in different actors are coupled to form low - dimensional , reciprocally compensating synergies .
this may be controversial , because interpersonal synergies span organisms and extend beyond boundaries of skin , with the coupling among movement system df achieved ( in these studies ) visually .
 might reside beyond the boundaries of an organism , or more specifically beyond a particular , singular component of an individual 's brain .
the control evident during interpersonal coordination may be an emergent property of a social perception 
, 2008a , 2010 ; schmidt and richardson , 2008 ; marsh et al . , 2009
; shockley et al . , 2009 ) . a key point to consider with regard to situating this approach scientifically and philosophically
this echoes the distinction between interaction - dominant dynamics and component - dominant dynamics described by van orden et al .
component - dominant dynamics is assumed by classical cognitivism , with its emphasis on static modules that perform their functions in relative isolation of the activity of other modules .
interaction - dominant dynamics emphasizes interactions between components rather than their structure , entailing a functional , dynamical approach to understanding coordinated action . instead of focusing on component structures ,
this question raises another key point : the interpersonal synergy approach , with its roots in self - organizing complex systems , entails notions of  mechanism  and  causality  that are broader than the usual ( newtonian ) sense of the terms as involving only efficient causes , the kinds of forceful interactions produced by colliding cogs or billiard balls ( rosen , 1991 ; juarrero , 1999 ; van orden et al . , 2005 ) .
complex systems exhibit circular causality ; bottom - up processes give rise to macroscopic patterns that simultaneously constrain the components from the top down .
constraints play the role of causal mechanisms in complex systems insomuch as constraints allow or deny certain states .
constraints limit the df of a system , but do not cause the system to take on particular states by virtue of forceful  pushes  ( local , efficient causes ) .
control ( manipulation of the movement system ) first entails coordination ( organization of the movement system ) , as anticipated by bernstein ( 1967 ) .
control parameters are constraints that guide the movement system through sequences of stable states ( identified by values of order parameters ) . in rhythmic movement coordination
,  is the order parameter and movement frequency is a control parameter that , when varied , results in transitions between coordination patterns .
movement frequency has been identified as a control parameter for interpersonal rhythmic coordination ( schmidt et al .
, 1990 ) , but the identification of control parameters for other interpersonal synergies remains an important avenue for future research .
possibilities include attention to movement information ( richardson et al . , 2007 ; schmidt et al . , 2007 )
, individual or social intentions or goals , perceived social differences , or rapport and liking ( e.g. , chartrand and bargh , 1999 ; hove and risen , 2009 ; marsh et al .
, 2009 ; miles et al . , 2010 ) , to name a few .
the alternative hypothesis to interpersonal synergies is that coordination observed between agents results because they execute similar but independent motor programs anchored in shared representations
neurons in the pre - motor cortex that are activated when observing others performing actions  suggest a common neural basis for motor control and action understanding . watching someone
engage in an action is hypothesized to activate the actor 's own motor representation of that action , resulting in a shared motor representations .
it is claimed that shared representations facilitate understanding others actions ( e.g. , blakemore and decety , 2001 ; richardson and dale , 2005 ; sebanz et al . , 2006 ) , which may explain why motor coordination occurs spontaneously in social contexts .
this would not predict the synergistic nature of interpersonal coordination that we have described , however .
although this approach might predict dimensional compression ( pca would be sensitive to any correlations between the two actors movements ) , it would not predict reciprocal compensation .
reciprocal compensation means that the actors movements are not independent , directly contradicting this hypothesis .
interpersonal coordination is a fundamental means of forming social units ( marsh et al . , 2009 ) .
, 1996 ; chartrand and bargh , 1999 ; hove and risen , 2009 ; marsh et al . , 2009 ) .
being psychologically distanced from another individual can inhibit the emergence of interpersonal synergies ( miles et al . , 2010 ) .
interpersonal synergies facilitate memory for those with whom we interact ( miles et al . , 2010 ) and can more generally facilitate performance of social cognitive or linguistic tasks ( richardson and dale , 2005 ; shockley et al . , 2009 ) .
synergies might also be a mechanism for interpersonal coordination in team sports ( e.g. , passos et al . , 2009 ) .
for example , highly effective teams might exhibit a greater degree of reciprocal compensation than poorly effective ones . developing a detailed understanding of interpersonal synergies may have broad and significant implications for understanding social perception
the interpersonal synergy hypothesis can be subjected to additional tests , using a range of paradigms and complementary methods such as the ucm analysis and pca .
if the hypothesis is supported movement science will be charged with the important task of broadening its conceptions of fundamental processes of coordination and control , and areas such as social psychology or sports psychology might benefit from the development of new tools and paradigms .
the authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest .
 we present the perspective that interpersonal movement coordination results from establishing interpersonal synergies . interpersonal synergies 
 are higher - order control systems formed by coupling movement system degrees of freedom of two ( or more ) actors . 
 characteristic features of synergies identified in studies of intrapersonal coordination  dimensional compression and reciprocal compensation  are revealed in studies of interpersonal coordination that applied the uncontrolled manifold approach and principal component analysis to interpersonal movement tasks . 
 broader implications of the interpersonal synergy approach for movement science include an expanded notion of mechanism and an emphasis on interaction - dominant dynamics . 
Degrees of Freedom and Synergies
Dimensional compression
Reciprocal compensation
Interpersonal Synergies
Interpersonal manualpostural synergies
UCM analysis of rhythmic movement coordination
Conclusion
Conflict of Interest Statement