Showing posts with label Gv. Show all posts
Showing posts with label Gv. Show all posts

Wednesday, July 23, 2025

Research Byte: Lets hear it (again) for #visual-spatial (#Gv) #workingmemory (#Gwm) and math #reasoning (#Gf-RQ) — #CHC #SPED #EDPSY #schoolpsychology #schoolpsychologist #WJV

From Spatial Construction to Mathematics: Exploring the Mediating Role of Visuospatial Working Memory.  Developmental Psychology.  An open access article that can be downloaded—Click here.

Yuxin Zhang, Rebecca Bull, and Emma C. Burns.

Abstract

This study examined the longitudinal pathways from early spatial skills at 5 and 7 years to their mathematics reasoning abilities at 17 years in a large cohort sample (N = 16,338) from the Millennium Cohort Study. Children were assessed at four time points: Sweep 3 (Mage = 5.29), Sweep 4 (Mage = 7.23), Sweep 5 (Mage = 11.17), and Sweep 7 (Mage = 17.18), with measures including spatial construction skills, visuospatial working memory, mathematics achievement, and mathematics reasoning skills. Path analyses revealed that spatial construction at age 5 directly predicted mathematics achievement at age 7 after accounting for sex, age, socioeconomic status, vocabulary, and nonverbal reasoning ability. Furthermore, spatial construction at 5 and 7 years was directly associated with mathematics reasoning skills at 17, and spatial working memory at age 11 partially mediated this relationship. Notably, the direct effects of spatial construction on mathematics reasoning at age 17 remained significant and robust after accounting for the mediator and covariates. These findings highlight the potential value of early spatial construction skills as predictors of subsequent mathematical development over the long term.

Public Significance Statement.Children with stronger spatial skills at age 5 are more likely to achieve higher scores in mathematics at ages 7 and 17. Visuospatial working memory partly explained this link, and early spatial skills showed a direct and robust association with later mathematics. This study identified early spatial skills as an important long-term predictor of mathematics from preschool through adolescence. The findings highlight the potential of infusing spatial thinking and using spatial strategies to better understand and solve mathematics problems.

Click on image for easier viewing




Comment:  I recently made a post regarding research that demonstrated the importance of visual-spatial working memory abilities for spatial navigation where I also mentioned the new (not yet online as far as I know) WJ V Visual Working Memory test, which was decades in development—an interesting test development “back story”.  

Thursday, June 19, 2025

Research Byte: Individual differences in #spatial navigation and #workingmemory - lets hear it for the new #WJV visual working memory test—#CHC #Gv #Gwm #schoolpsychology #cognition #intelligence

Individual differences in spatial navigation and working memory
Intelligence. Sorry, but not an open access downloadable article 😕

Abstract

Spatial navigation is a complex skill that relies on many aspects of cognition. Our study aims to clarify the role of working memory in spatial navigation, and particularly, the potentially separate contributions of verbal and visuospatial working memory. We leverage individual differences to understand how working memory differs among types of navigators and the predictive utility of verbal and visuospatial working memory. Data were analyzed from N = 253 healthy, young adults. Participants completed multiple measures of verbal and visuospatial working memory and a spatial navigation task called Virtual Silcton. We found that better navigators may rely more on visuospatial working memory. Additionally, using a relative weights analysis, we found that visuospatial working memory accounts for a large majority of variance in spatial navigation when compared to verbal working memory. Our results suggest individual differences in working memory are domain-specific in this context of spatial navigation, with visuospatial working memory being the primary contributor.
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As an FYI.  The WJ V has a new cognitive Visual Working Memory test that I created. Unfortunately, it was not included in the original WJ V launch and will be added in a later release…not sure when…no one has told me…but I think this fall.
The back story is that this test was in development for over 30 years by yours truly.  For the WJ III I developed, and we normed, a visual working memory test where examinee’s were shown a abstract line-based image on a dotted grid and were instructed to rotate the image in their mind (after the test stimuli figure was removed) and then draw the rotated image on a identical blank grid.  The idea of examinees drawing their response was to add additional clinical information about visual-motor abilities, in addition to visual working memory.  Unfortunately, after being completely normed, we learned via inter-rater reliability studies that the scoring reliability was not adequate…darn.  
The second attempt was an earlier version of the current WJ V Visual Working Memory test that had already been printed for the WJ IV norming test books.  The WJ IV version was shelved at the last minute due to cost issues as a result of the financial crises at the end of the Bush presidency.  We were instructed to reduce the cost of the WJ IV norming.  This test simply had too many printed test easel pages (was called a “page eater”) and was eliminated…double darn.  
However, this turned out to be a blessing in disguise.  With the new digital testing platform, the WJ IV version was now presented without a concern for the number of pages, and more importantly, it could have a much more complex and informative underlying scoring system since all taps on an asymetrical response grid were recorded (which was a richer set of response data than the original WJ IV version).  As stated in the WJ V technical manual (LaForte, Dailey & McGrew, 2025, p. 40):
The Visual Working Memory test requires the use of visual working memory “in the context of processing” (Maehara & Saito, 2007). For each item, the examinee briefly studies a pattern of stimulus dots inside of randomly placed squares on the screen and then must recall the specific locations of the dots. The presentation and recall screens are separated by a quick and simple visual discrimination distractor item. This test requires the examinee to maintain information in working memory while actively processing the distractor requirements. Once the distractor task is completed, it must be quickly removed from active memory to focus on recalling the locations of the stimulus dots (Burgoyne et al., 2022). Errors of both omission (i.e., erroneously recalling a dot in a box where no dot was present) and commission (i.e., failing to identify a box associated with a dot's correct location) are both factored into the test's scoring model; however, heavier emphasis is placed on visual recall through a relatively higher penalty for errors of commission.
Validity information in the WJ V TM provides evidence that the new Visual Working Memory test is a mixed measure of Gv and Gwm.  Preliminary evidence (inspection of growth curves and standard deviation distributional characteristics) was interpreted as being consistent with other measures of executive functioning.  Additional concurrent validity studies with established measures of executive functioning are needed before an evidence-based claim of executive functioning score variance can clearly be established.
I think the 30+ year wait was worth it.  I’m very proud of this test in its current form.  A “shout out” to Dr. Erica LaForte and David Dailey for creating such a response-rich stream of data for scoring…something that was not possible in the planned non-digital WJ III and WJ IV versions.

Sunday, November 10, 2024

Research Byte: A special contribution from #spatial ability to #math word problem solving: Evidence from #SEM and #networkanalysis

 

Click here to see journal page.

Abstract

There is a growing body of research into the factors contributing to math word problem solving. However, these studies usually use limited number of potential predictors (precluding assessing of their contribution in comparison with other factors or “g” general intelligence) and some predictors (such as analogical and hypothetical reasoning) are largely omitted. Thus, the aim of the current study was to explore contributions of different types of reasoning to math word problem solving and whether these contributions have added value compared with each other and general cognitive ability. Chinese schoolchildren in Grades 3 (N = 199; Mage = 102.4 months), 4 (N = 162; Mage = 114.6), 5 (N = 174; Mage = 126.1) and 6 (N = 180; Mage = 138.6) completed 8 tasks tapping into spatial, mechanical, verbal, mathematic, hypothetical and analogical reasoning. Our data showed that when 6 general cognitive factors load onto General cognitive ability factor in a Structural Equation Model (SEM), only spatial visualization has additional contribution to Word problem solving factor. Gaussian Graphical models (GGMs) showed that 2 verbal tasks and spatial visualization showed stable (present in at least 3 out of 4 grades) contributions to both word problem solving tasks. Analogical reasoning showed contribution to process of word problem solving only. To sum up, both SEM and GGMs converged on the importance of spatial ability for math word problems solving. Our results call for verbal and spatial ability to be routinely assessed and targeted by educational interventions within math curriculum.

Sunday, April 25, 2021

Gv-IM: Has the time finally come for Gv visual imagery tests?





In our 2018 CHC chapter  Joel Schneider and I made our long standing affection for visual imagery (Gv-IM per CHC taxonomy) very clear.  See text excerpt below. (double click on images to enlarge)






Today I ran across a potential free PDF book (via Research Gate) that may make IM tests viable.  There is hope.









Tuesday, July 14, 2020

Evidence for a unitary structure of spatial cognition (Gv) beyond general intelligence (g)

A very convincing study supporting a general unitary, but multidimensional, spatial Gv factor. Click here for Open Access copy.

Evidence for a unitary structure of spatial cognition beyond general intelligence

Margherita Malanchini, Kaili Rimfeld, Nicholas G. Shakeshaft, Andrew McMillan, Kerry L. Schofield, Maja Rodic, Valerio Rossi, Yulia Kovas, Philip S. Dale, Elliot M. Tucker-Drob,mand Robert Plomin

Abstract 

Performance in everyday spatial orientation tasks (e.g., map reading and navigation) has been considered functionally separate from performance on more abstract object-based spatial abilities (e.g., mental rotation and visualization). However, few studies have examined the link between spatial orientation and object-based spatial skills, and even fewer have done so including a wide range of spatial tests. To examine this issue and more generally to test the structure of spatial ability, we used a novel gamified battery to assess six tests of spatial orientation in a virtual environment and examined their association with ten object-based spatial tests, as well as their links to general cognitive ability (g). We further estimated the role of genetic and environmental factors in underlying variation and covariation in these spatial tests. Participants (N = 2660; aged 19–22) were part of the Twins Early Development Study. The six tests of spatial orientation clustered into a single ‘Navigation' factor that was 64% heritable. Examining the structure of spatial ability across all 16 tests, three, substantially correlated, factors emerged: Navigation, Object Manipulation, and Visualization. These, in turn, loaded strongly onto a general factor of Spatial Ability, which was highly heritable (84%). A large portion (45%) of this high heritability was independent of g. The results point towards the existence of a common genetic network that supports all spatial abilities. 

Click on image to enlarge.





Saturday, February 29, 2020

Spatial ability (Gv) and math (Gq; Gf-RQ): A meta-analysis






Fang Xie & Li Zhang  & Xu Chen & Ziqiang Xin


Abstract

The relationship between spatial and mathematical ability is controversial. Thus, the current study conducted a meta-analysis of 73 studies, with 263 effect sizes to explore the relationship between spatial and mathematical ability. Furthermore, we explored potential factors that moderate this relationship. Results showed that the relationship between mathematical and spatial ability was not simply linear. Specifically, logical reasoning had a stronger association with spatial ability than numerical or arithmetic ability with spatial ability. Intrinsic-dynamic, intrinsic-static, extrinsic-dynamic, extrinsic-static spatial ability, and visual–spatial memory showed comparable associations with mathematical ability. The association between spatial and mathematical ability showed no differences between children, adolescents, and adults and no differences between typically developing individuals and individuals with developmental disabilities. The implications of these findings for theory and practice are discussed.

Keywords Spatial ability . Mathematical ability . Meta-analysis . robumeta package . Spatial training.


Implications for Theory and Practice

“Our study can shed light on our understanding of the relationship between spatial and mathematical abilities. The relationship between spatial and mathematical abilities is not simply linear. Our moderation analyses suggested that logical reasoning was more strongly associated with spatial ability than numerical and arithmetical ability. As such, when examin-ing the mechanism of the association between spatial and mathematical ability, each domain of mathematical ability should be separately examined. The current study has important educational implications. Although we did not prove the causal relationship between spatial and mathematical ability, our findings might provide some pedagogical suggestions about how to train spatial ability to improve children's mathematical abilities. Notably, a recent intervention study by Sorby et al. (2018) demonstrated the positive effect of spatial interventions on STEM-related skills, and several studies have shown that spatial training can improve mathematical achievement (Cheng and Mix 2014; Clements et al. 2011; Sorby and Baartmans 2000). Firstly, our findings shed light on what kind of spatial ability training should be chosen. The current study indicated that different domains of spatial ability are associated with mathemat-ical ability to a similar degree. Therefore, training in other domains of spatial ability, not just intrinsic-dynamic spatial abilities (Cheng and Mix 2014; Clements et al. 2011; Taylor and Hutton 2013), should be encouraged in educational practice. Further, our findings shed light on when to begin spatial ability training. This study showed that the close association between spatial and mathematical abilities exists in childhood and adolescence. Therefore, spatial training can be beneficial for both children and adolescents. For children, spatial training can be rooted in the real world to develop direct experience by using regular activities such as paper folding, paper cutting (Burte et al. 2017), and Lego construction (Nath and Szücs 2014). For adoles-cents, it is better to carry out spatial training through comprehensive courses involving theory and practice in a series of spatial skills (Miller and Halpern 2013; Patkin and Dayan 2013; Sorby et al. 2013).”

Educational Psychology Review

Saturday, December 14, 2019

Longitudinal Analysis of Associations between 3-D Mental Rotation and Mathematics Reasoning Skills during Middle School: Across and within Genders

File under Gv and Gq/Gf as per CHC model of intelligence

Longitudinal Analysis of Associations between 3-D Mental Rotation and Mathematics Reasoning Skills during Middle School: Across and within Genders

Caitlin McPherran Lombardia, Beth M. Caseyb, Elizabeth Pezarisb, Maryam Shadmehrb, and Margeau Jong

JOURNAL OF COGNITION AND DEVELOPMENT 2019, VOL. 20, NO. 4, 487–509 
https://doi.org/10.1080/15248372.2019.1614592

ABSTRACT

The development of math reasoning and 3-d mental rotation skills are intertwined. However, it is currently not understood how these cognitive processes develop and interact longitudinally at the within-person level – either within or across genders. In this study, 553 students (52% girls) were assessed from fifth to seventh grades on 3-d mental rotation spatial skills (assessed each fall) and numerical and algebraic math reasoning skills (assessed each spring). Boys outperformed girls on mental rotation tests across all three grades, and on fifth and seventh grade math reasoning tests. Consistent with the literature on between-person comparisons, there was a positive correlation between mental rotation and math reasoning skills in the full sample and for both genders. A random inter-cept cross-lagged panel model was used to control for these confounding group-level differences in order to isolate within-person associations between earlier and later performance. Initially in fifth grade, math reasoning predicted subsequent sixth grade mental rotation skills. By seventh grade, more advanced mental rotation skills were associated with subsequent math reasoning skills while math reasoning skills were no longer predictive of mental rotation skills. An examination of gender differences revealed that this pattern was driven by boys while girls experienced less within-person change. These findings suggest that boys may initially rely in part on their math reasoning skills to solve 3-d mental rotation tasks. However, as their 3-d mental rotation skills mature, they begin to primarily depend upon these developing spatial skills to solve math reasoning problems rather than the reverse

Sunday, October 28, 2018

CHC taxonomy update: Large-scale Gv spatial navigation abilities proposed entry into taxonomy

Joel Schneider and I, in our new CHC chapter, recommend that large-spatial Gv navigation abilities be included in the CHC taxonomy. Evidence is strong. Measures are far and few between—a potential place for good dissertation research and instrument development, especially with computer-administered test technology.

Click images to enlarge.

Saturday, June 09, 2018

Mental rotation and fluid intelligence: A brain potential analysis

File under Gv and Gf

Mental rotation and fluid intelligence: A brain potential analysis
Intelligence 69 (2018) 146–157. Article link.

Vincenzo Varrialea, Maurits W. van der Molenb, Vilfredo De Pascalis


ABSTRACT

The current study examined the relation between mental rotation and fluid intelligence using performance measures augmented with brain potential indices. Participants took a Raven's Progressive Matrices Test and performed on a mental rotation task presenting upright and rotated letter stimuli (60°, 120° or 180°) in normal and mirror image requiring a response execution or inhibition depending on instructions. The performance results showed that the linear slope relating performance accuracy, but not speed, to the angular rotation of the stimuli was related to individual differences in fluid intelligence. For upright stimuli, P3 amplitude recorded at frontal and central areas was positively associated with fluid intelligence scores. The mental rotation process was related to a negative shift of the brain potential recorded over the parietal cortex. The linear function relating the amplitude of the rotation-related negativity to rotation angle was associated with fluid intelligence. The slope was more pronounced for high- relative to low-ability participants suggesting that the former flexibly adjust their expenditure of mental effort to the mental rotation demands while the latter ones are less proficient in doing so.


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Sunday, June 03, 2018

Visualization, inductive reasoning, and memory span as components of fluid intelligence: Implications for technology education

File under CHC domains of Gf, Gwm, Gc and STEM

Visualization, inductive reasoning, and memory span as components of fluid intelligence: Implications for technology education. Article link.

Jeffrey Buckleya, Niall Seerya, Donal Cantyc, Lena Gumaelius

International Journal of Educational Research, 90 (2018) 64–77

ABSTRACT

The philosophy and epistemology of technology education are relatively unique as the subject largely focusses on acquiring task specific relevant knowledge rather than having an explicit epistemological discipline boundary. Additionally, there is a paucity of intelligence research in technology education. To support research on learning in technology education, this paper describes two studies which aimed to identify cognitive factors which are components of fluid intelligence. The results identify that a synthesis of visualization, short-term memory span and inductive reasoning can account for approximately 28% to 43% of the variance in fluid intelligence. A theoretical rationale for the importance of these factors in technology education is provided with a discussion for their future consideration in cognitive interventions.


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Monday, March 05, 2018

Developments in the CHC domain of visual processing



Much new is occurring regarding the domain of Gv. Below is a new review of the Gv research and a proposed heuristic framework. This is then followed by select excerpts from our (Schneider and McGrew, 2018) upcoming CHC update chapter in the CIA book, where we add some caution regarding new “proposed”Gv frameworks.

A Heuristic Framework of Spatial Ability: A Review and Synthesis of Spatial Factor Literature to Support its Translation into STEM Education. Article link.

Jeffrey Buckley & Niall Seery & Donal Canty


Abstract

An abundance of empirical evidence exists identifying a significant correlation between spatial ability and educational performance particularly in science, technology, engineering and mathematics (STEM). Despite this evidence, a causal explanation has yet to be identified. Pertinent research illustrates that spatial ability can be developed and that doing so has positive educational effects. However, contention exists within the relevant literature concerning the explicit definition for spatial ability. There is therefore a need to define spatial ability relative to empirical evidence which in this circumstance relates to its factor structure. Substantial empirical evidence supports the existence of unique spatial factors not represented in modern frameworks. Further understanding such factors can support the development of educational interventions to increase their efficacy and related effects in STEM education. It may also lead to the identification of why spatial ability has such a significant impact on STEM educational achievement as examining more factors in practice can help in deducing which are most important. In light of this, a synthesis of the spatial factors offered within existing frameworks with those suggested within contempo-rary studies is presented to guide further investigation and the translation of spatial ability research to further enhance learning in STEM education.

Keywords Spatial ability . Spatial factors . STEM education . Human intelligence

Click on image to enlarge.




The following are select sections of our Gv chapter in the forthcoming CIA book.




Visual processing (Gv) can be defined as the ability to make use of simulated mental imagery to solve problems—perceiving, discriminating, manipulating, and recalling nonlinguistic images in the “mind’s eye.” Humans do more than “act” in space; they “cognize” about space (Tommasi & Laeng, 2012). Once the eyes have transmitted visual information, the visual system of the brain automatically performs several low-level computations (e.g., edge detection, light–dark perception, color differentiation, motion detection). The results of these low-level computations are used by various higher-order processors to infer more complex aspects of the visual image (e.g., object recognition, constructing models of spatial configuration, motion prediction). Traditionally, tests measuring Gv are designed to measure individual differences in these higher-order processes as they work in tandem to perceive relevant information (e.g., a truck is approaching!) and solve problems of a visual-–spatial nature (e.g., arranging suitcases in a car trunk).

Among the CHC domains, Gv has been one of the most studied (Carroll, 1993). Yet it has long been considered a second-class citizen in psychometric models of intelligence, due in large part to its relatively weak or inconsistent prediction of important outcomes in comparison to powerhouse abilities like Gf and Gc (Lohman, 1996). But “the times they are a-changing.” Carroll (1993), citing Eliot and Smith (1983), summarized three phases of research on spatial abilities, ending in large part in the late 1970s to early 1980s (Lohman, 1979). A reading of Carroll’s survey conveys the impression that his synthesis reflects nothing more than what was largely known already in the 1980s. We believe that the Gv domain is entering a fourth period and undergoing a new renaissance, which will result in its increased status in CHC theory and eventually in cognitive assessment. Carroll, the oracle, provided a few hints in his 1993 Gv chapter.

Carroll (1993) was prophetic regarding two of the targets of the resurgent interest in Gv and Gv-related constellations (often broadly referred to as spatial thinking, spatial cognition, spatial intelligence, or spatial expertise; Hegarty, 2010; National Research Council, 2006). In Carroll’s discussion of “other possible visual perception factors” (which he did not accord formal status in his model), he mentioned “ecological” abilities (e.g., abilities reflecting a person’s ability to orient the self in real-world space and maintain a sense of direction) and dynamic (vs. static) spatial reasoning factors (e.g., predicting where a moving object is moving and when it will arrive at a predicted location).

Carroll’s ecological abilities are reflected in a growing body of research regarding large-scale spatial navigation. Large-scale spatial navigation is concerned with finding one’s way, or the ability to represent and maintain a sense of direction and location, and move through the environment (Allen, 2003; Hegarty, 2010; Newcombe, Uttal, & Sauter, 2013; Wolbers & Hegarty, 2010; Yilmaz, 2009). Using a map or smartphone GPS system to find one’s way to a restaurant, and then to return to one’s hotel room, in an unfamiliar large city requires large-scale spatial navigation. A primary distinction between small- and large-scale spatial abilities is the use of different perspectives or frames of reference. Small-scale spatial ability, as represented by traditional psychometric tests on available cognitive or neuropsychological batteries, involves allocentric or object-based transformation.

Large-scale spatial ability typically involves an egocentric spatial transformation, in which the viewer’s internal perspective or frame of reference changes regarding the environment, while the person’s relationship with the objects do not change (Hegarty & Waller, 2004; Newcombe et al., 2013; Wang, Cohen, & Carr, 2014). Recent meta-analyses indicate that large-scale spatial abilities are clearly distinct from small-scale spatial abilities, with an overall correlation of approximately .27. In practical terms, this means that the ability to easily solve the 3D Rubik’s cube may not predict the probability of getting lost in a large, unfamiliar city. Also supporting a clear distinction between the two types of spatial abilities is developmental evidence suggesting that large-scale spatial abilities show a much faster rate of age-related decline, and that the two types are most likely related to different brain networks (Newcombe et al., 2013; Wang et al., 2014).

The distinction between static and dynamic spatial abilities is typically traced to work by Pellegrino and colleagues (Hunt, Pellegrino, Frick, Farr, & Alderton, 1988; Pellegrino, Hunt, Abate, & Farr, 1987) and is now considered one of the two primary organizational facets of spatial thinking (Uttal, Meadow, et al., 2013). Static spatial abilities are well represented by standard tests of Gv (e.g., block design tests). Dynamic and static spatial tasks differ primarily by the presence or absence of movement. “Dynamic spatial ability is one's ability to estimate when a moving object will reach a destination, or one's skill in making time-to-contact (TTC) judgments” (Kyllonen & Chaiken, 2003, p. 233). The ability to catch a football, play a video game, or perform as an air traffic controller requires dynamic spatial abilities, as “one must note the position of the moving object, judge the velocity of the object, anticipate when the object will reach another point (e.g., one's hand, car, or ship), and take some motor action in response to that judgment. In the perception literature, the research surrounding this everyday human information-processing activity has been known as ‘time to collision’” (Kyllonen & Chaiken, 2003, p. 233). Although the dynamic–static distinction has gained considerable traction and support (Allen, 2003; Buckley, Seery, & Canty, 2017; Contreras, Colom, Hernandez, & Santacreu, 2003), some research has questioned whether the underlying difference reflects an actual spatial ability distinction. [AU: Any update on status of Buckley et al.? No] Kyllonen and Chaiken (2003) reported research suggesting that the underlying cognitive process involved in performing dynamic spatial tasks may be a nonspatial, counting-like clock mechanism—temporal processing, not spatial.

The driving forces behind the increased interest and new conceptual developments regarding spatial thinking are threefold. First, rapid technological changes in the past decade have now made access to relatively cheap and accessible visual-graphic-based technology available to large portions of the population. Individuals can immerse themselves in 3D virtual-reality environments for pleasure or learning. Computer visualizations, often available on smartphones and computer tablets, can be used to teach medical students human anatomy and surgery. The complexities and nuances underling “bid data” can now be unearthed with complex visual network models than can be rotated at will. Anyone can learn geography by zooming over the world via Google Earth to explore locations and cities. Individuals rely on car- or phone-based GPS visual navigation systems to move from point A to point B. Clearly, developing Gv abilities (or spatial thinking) is becoming simultaneously easier via technology, but also more demanding as humans must learn how to use and understand Gv graphic interface tools that present complex visual displays of multidimensional information.
Second, ever-increasing calls have been made to embed spatial thinking throughout the educational curriculum—“spatializing” the curriculum (Newcombe, 2013)—to raise the collective spatial intelligence of our children and youth (Hegarty, 2010; National Research Council, 2006). The extant research has demonstrated a significant link between spatial abilities and educational performance in the fields of science, technology, engineering, and mathematics (STEM; Buckley et al., 2017; Hegarty, 2010; Lubinski, 2010; Newcombe et al., 2013). Gv abilities and individuals with spatially oriented cognitive “tilts” (Lubinksi, 2010) are becoming increasingly valued by technologically advanced societies. More important, research has demonstrated that spatial abilities or strategies are malleable (National Research Council, 2006; Tzuriel & Egozi, 2010; Uttal, Meadow, et al., 2013; Uttal, Miller, & Newcombe, 2013).

Although many psychologists are important drivers of the renewed interest in an expanded notion of the conceptualization and measurement of Gv (e.g., Allen, 2003; Hegarty, 2010; Kyllonen & Chaiken, 2009; Kyllonen & Gluck, 2003; Lubinski, 2010; Uttal, Miller, et al., 2013; Wang et al., 2014), some of the more active research and conceptualizing are being driven by researchers in education (e.g., National Research Council, 2006; Yilmaz, 2009), cognitive neuroscience (e.g., Thompson, Slotnick, Burrage, & Kosslyn, 2009; Wolbers & Hegarty, 2010), and the STEM disciplines (Harle & Towns, 2010; Seery, Buckley, & Delahunty, 2015). Clearly the CHC model’s “mind’s eye” (Gv) is achieving more prominence, which needs to be supported with renewed research on yet to be identified well-supported additional narrow abilities and innovative measurement methods, particularly regarding large-scale and dynamic spatial abilities.



Do other Gv narrow abilities exist? Of course. As with all CHC domains, the validated narrow abilities in the current taxonomy are largely the result of bottom-up programs of research predicated on developing tests for practical purposes (e.g., prediction, diagnosis). Recent conceptualizations of Gv as a broader spatial thinking construct; the dynamic versus spatial and large-scale versus small-scale conceptualizations; and other functional family conceptualizations of Gv abilities are opening a potential Pandora’s box of hypothesized new Gv narrow abilities. For example, Buckley and colleagues (2017) have proposed a comprehensive Gv taxonomy that includes the current Gv abilities and posits 16 potential new narrow abilities based on either theory or research, some previously reviewed by Carroll (1993). These possible new narrow abilities are related to classic spatial tasks (spatial orientation); imagery (quality and speed); illusions (shape and direction, size contrast, overestimation and underestimation, frame of reference); judgments (direction, speed, movement); and dynamic versions of current Gv abilities (visual memory, serial perceptual integration, spatial scanning, perceptual alternations).

These new Gv conceptualizations are welcomed, but they must be studied with serious caution. All new candidates for Gv abilities will need to be validated with well-conceptualized structural validity research (see “Criteria for Updating CHC Theory,” above). Also, if new Gv abilities are identified, it is important to determine whether they have any practical use or validity. An instructive example is a recent CFA CHC-designed study that provided preliminary support for a narrow ability of face recognition (called face identification recognition by the researchers), distinct from other Gv and CHC abilities (Gignac, Shankaralingam, Walker, & Kilpatrick, 2016). The face recognition ability may have practical usefulness, as it could facilitate measurement and research regarding the phenomenon of prosopagnosia (in which a cognitively capable individual is completely unable to recognize familiar faces). Although it is important to guard against premature hardening of the CHC categories (McGrew, 2005; Schneider & McGrew, 2012), we believe that even greater due diligence is necessary to prevent premature proliferation of new entries in the Gv domain in the CHC model. We don’t want to be at a place soon where formal START negotiations (STrategic Ability Reduction Talks) are necessary to halt unsupported speculation about and proliferation of Gv abilities.



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Saturday, December 09, 2017

Research Byte: The Role of Visuospatial Ability in the Raven's Progressive Matrices

File under Gf and Gv as per CHC theory.

The Role of Visuospatial Ability in the Raven's Progressive Matrices

Nicolette A. Waschl, Ted Nettelbeck, and Nicholas R. Burns

School of Psychology, University of Adelaide, SA, Australia

Abstract:

Debate surrounding the role of visuospatial ability in performance on the Raven's Progressive Matrices (RPM) has existed since their conception. This issue has yet to be adequately resolved, and may have implications regarding sex differences in scores. Therefore, this study aimed to examine the relationship between RPM performance, visuospatial ability and fluid ability, and any sex differences in these relationships. Data were obtained from three samples: two University samples completed the Advanced RPM and one population-based sample of men completed the Standard RPM. All samples additionally completed an alternative measure of fluid ability, and one or more measures of visuospatial ability. Structural equation modeling was used to examine the relationships between performance on the visuospatial and fluid ability tests and performance on the RPM. Visuospatial ability was found to significantly contribute to performance on the RPM, over and above fluid ability, supporting the contention that visuospatial ability is involved in RPM performance. No sex differences were found in this relationship, although sex differences in visuospatial ability may explain sex differences in RPM scores.

Keywords: Raven's Progressive Matrices, fluid ability, visuospatial ability, sex differences

Click on images to enlarge. Article link.







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Friday, December 08, 2017

Teaching spatial cognition and thinking. Embodied cognition design principles

Teaching students to think spatially through embodied actions: Design principles for learning environments in science, technology, engineering, and mathematics

D. DeSutter* and M. Stieff

Abstract

Spatial thinking is a vital component of the science, technology, engineering, and mathematics curriculum. However, to date, broad development of learning environments that target domain-specific spatial thinking is incomplete. The present article visits the problem of improving spatial thinking by first reviewing the evidence that the human mind is embodied: that cognition, memory, and knowledge representation maintain traces of sensorimotor impressions from acting and perceiving in a physical environment. In particular, we review the evidence that spatial cognition and the ways that humans perceive and conceive of space are embodied. We then propose a set of design principles to aid researchers, designers, and practitioners in creating and evaluating learning environments that align principled embodied actions to targets of spatial thinking in science, technology, engineering, and mathematics.

Click on image to enlarge. Article link.




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Research Byte: Spatial (Gv) training improves math ach (Gq) positive study


Spatial Training Improves Children's Mathematics Ability

Yi-Ling Cheng and Kelly S. Mix

Michigan State University

We tested whether mental rotation training improved math performance in 6- to 8-year-olds. Children were pretested on a range of number and math skills. Then one group received a single session of mental rotation training using an object completion task that had previously improved spatial ability in children this age (Ehrlich, Levine, & Goldin-Meadow, 2006). The remaining children completed crossword puzzles instead. Children's posttest scores revealed that those in the spatial training group improved significantly on calculation problems. In contrast, children in the control group did not improve on any math tasks. Further analyses revealed that the spatial training group's improvement was largely due to better performance on missing term problems (e.g., 4+_____=11)

Article link.

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Saturday, November 04, 2017

Mathematical (Gq) giftedness: Review of cognitive, conative and neural variables

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Article link.




ABSTRACT

Most mathematical cognition research has focused on understanding normal adult function and child development as well as mildly and moderately impaired mathematical skill, often labeled developmental dyscalculia and/or mathematical learning disability. In contrast, much less research is available on cognitive and neural correlates of gifted/excellent mathematical knowledge in adults and children. In order to facilitate further inquiry into this area, here we review 40 available studies, which examine the cognitive and neural basis of gifted mathematics. Studies associated a large number of cognitive factors with gifted mathematics, with spatial processing and working memory being the most frequently identified contributors. However, the current literature suffers
from low statistical power, which most probably contributes to variability across findings. Other major shortcomings include failing to establish domain and stimulus specificity of findings, suggesting causation without sufficient evidence and the frequent use of invalid backward inference in neuro-imaging studies. Future studies must increase statistical power and neuro-imaging studies must rely on supporting behavioral data when interpreting findings. Studies should investigate the factors shown to correlate with math giftedness in a more specific manner and determine exactly how individual factors may contribute to gifted math ability.


SELECTIVE SUMMARY CONCLUSION STATEMENTS

In line with the heterogeneous nature of mathematical disabilities (e.g., Rubinsten and Henik, 2009; Fias et al., 2013), mathematical giftedness also seems to correlate with numerous factors—(see Appendix A for which factors were found in each study). These factors roughly fall into social, motivational, and cognitive domains. Specifically, in the social and motivational domains, motivation, high drive, and interest to learn mathematics, practice time, lack of involvement in social interpersonal, or religious issues, authoritarian attitudes, and high socio-economic status have all been related to high levels of mathematical achievement. Speculatively, it is interesting to ask whether some of these factors may be related to the so-called Spontaneous Focusing on Numerosity (SFON) concept which appears early in life and means that some children have a high tendency to pay attention to numerical information (Hannula and Lehtinen, 2005). To clarify this question, longitudinal studies could investigate whether high SFON at an early age is associated with high levels of mathematical expertise in later life. Better assessment of individual variability is also important, for example, Albert Einstein (who was a gifted even if sometimes “lazy” mathematician; see e.g., Isaacson, 2008) was famously anti-authoritarian.

In terms of cognitive variables, we found that spatial processing, working memory, motivation/practice time, reasoning, general IQ, speed of information processing, short-term memory, efficient switching from working memory to episodic memory, pattern recognition, inhibition, fluid intelligence, associative memory, and motor functions were all associated with mathematical giftedness. As a caveat it is important to point out that mere “significance counting” (i.e., just considering studies with statistical significant results regarding a concept) can be very misleading especially in the typically underpowered context of psychology and neuro-imaging research (see e.g., Szucs and Ioannidis, 2017). However, considering the patchy research, this is the best we can do at the moment. In addition, even if meta-analyses were possible, these also typically only take into account published research, so they usually (highly) overestimate effect sizes especially from small scale studies (see Szucs and Ioannidis, 2017).


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Saturday, February 25, 2017

Research Byte: Visual-spatial working memory important for math achievement

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David Geary does some of the best math learning research availble. Good stuff.




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Sunday, January 22, 2017

Gv resource: National Spatial Skills Research Network

Just discovered this important resource on visual-spatial abilities. File under Gv in CHC taxonomy.


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Thursday, July 21, 2016

The Hegarty Spatial Thinking Lab: Awesome source on Gv research

I just discovered the most awesome research lab investigating Gv (visual-spatial abilities).  It is the Hegarty Spatial Thinking Lab.

Check it out.   A person could spend hours searching through the material.




Tuesday, May 03, 2016

Research Byte: A new measure of imagination abiltiy

 

 

Original Research ARTICLE

Front. Psychol., 18 April 2016 | http://dx.doi.org/10.3389/fpsyg.2016.00496

A New Measure of Imagination Ability: Anatomical Brain Imaging Correlates

  • 1Department of Psychology, University of New Mexico, Albuquerque, NM, USA
  • 2Department of Neurosurgery, University of New Mexico, Albuquerque, NM, USA
  • 3Hunter Higgs, LLC, Boston, MA, USA
Imagination involves episodic memory retrieval, visualization, mental simulation, spatial navigation, and future thinking, making it a complex cognitive construct. Prior studies of imagination have attempted to study various elements of imagination (e.g., visualization), but none have attempted to capture the entirety of imagination ability in a single instrument. Here we describe the Hunter Imagination Questionnaire (HIQ), an instrument designed to assess imagination over an extended period of time, in a naturalistic manner. We hypothesized that the HIQ would be related to measures of creative achievement and to a network of brain regions previously identified to be important to imagination/creative abilities. Eighty subjects were administered the HIQ in an online format; all subjects were administered a broad battery of tests including measures of intelligence, personality, and aptitude, as well as structural Magnetic Resonance Imaging (sMRI). Responses of the HIQ were found to be normally distributed, and exploratory factor analysis yielded four factors. Internal consistency of the HIQ ranged from 0.76 to 0.79, and two factors (“Implementation” and “Learning”) were significantly related to measures of Creative Achievement (Scientific—r = 0.26 and Writing—r = 0.31, respectively), suggesting concurrent validity. We found that the HIQ and its factors were related to a broad network of brain volumes including increased bilateral hippocampi, lingual gyrus, and caudal/rostral middle frontal lobe, and decreased volumes within the nucleus accumbens and regions within the default mode network (e.g., precuneus, posterior cingulate, transverse temporal lobe). The HIQ was found to be a reliable and valid measure of imagination in a cohort of normal human subjects, and was related to brain volumes previously identified as central to imagination including episodic memory retrieval (e.g., hippocampus). We also identified compelling evidence suggesting imagination ability linked to decreased volumes involving the nucleus accumbens and regions within the default mode network. Future research will be important to assess the stability of this instrument in different populations, as well as the complex interaction between imagination and creativity in the human brain.